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		<title>6 advantages of machine learning in data management</title>
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		<description><![CDATA[5 Advantages of Learning Machine Learning Sentient Digital, Inc They created a model with electrical circuits and thus neural network was born. TrainingAfter you choose a model, you need to train it using the data you have collected and preprocessed. &#8230; <a href="http://www.gadgetabbey.com/?p=10448">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
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<h1>5 Advantages of Learning Machine Learning Sentient Digital, Inc</h1>
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Ra/Kzj11qwbRHNzmGPYpctSMS1Ij03iuMDJYLK6WRjnNrqgOfzMjaI5AdnNG5Z3blZxh+svEpbuKXHeGDV/MMDvVDkWKV94muuLU01LWxnkcGAh0juxc1wcWuA2c3ld0IKAuUHAnYEbjwXKoZjXC7XYRxfYZSaJRZ9baDDad1zz/ADPIL1WTx5QKhvzdG1r/AJqok33c9zQ1jdz05mAK+aAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCjTXTh00m4j7Ha8d1ax191o7NcG3OjEdS+B7JgxzPpMIJaQ47tPQ7DfuCktEBFuovDRo9qpn+Gam5pjT6zIMBlbNZJ2VMkTYi2RsjQ9jSGyBr2AgOBA3PmvZq9GMBrtZKHXmot05zG3WN2OU9WKl4jbQulfKWGLfkJ53uPNtv12WcogIJreCjh/rsYueKux65wQXPL5c7NVTXephq6W9yNDXVME7Xh8R2aByg8vpv1X2xrgx4fsXsOe41SYpW1lv1NhpocnZcLtU1T64wB4ZIZJHl7ZOaV7y8ODi882+4CnBEBhmkmk2K6K4bDguGz3iW108rpYvlS6T18rOYAcjZJnOc1gDQAwbNHgOpUcycE+hbcSpMNtlNk9opKC71t8pai1ZLW0dTFV1fL7w4SRSAlruRvwu3A26bbneeUQGGaS6P4BohiDMI04spt1sFTLWzdpPJPPU1Mp3knmlkLnySO2G7nEnYAdwAHk4nw76QYfbq61UGHUlZTV2UzZo5lzHvnZXmRwcaqLtd+zeHDdvLty9dtlJKICH8m4TtDsxbqCzJMWmrW6nVFDV5CHV0ze0no2htNJEWuBhczYEFm25HXfqutg/CFojgmQXbKaSzXW83TILG7HbvUZBd6m6uuFC5wc6OYVD3hwPK1vlygDbZTSiAgHAeBjhy01vk1/xfFrm2o9xq7bRR1d7q6mC2U1U1zZ46WOSQthD2ucCQN+p2I3KyJnCvo1Hp/gmmLLHWCwab3imv2PQ+/wAvPT1lPI+SJ7n780gDpHHlcSDupcRAQrf+D/QzJbfntru+PV0lPqXd6W95E1tymaairp388TmEO+bAd+63YHxWY3fRfT++6qWnWW6WqWfJ7LaJ7HSTOqH9iKOYkyMdFvyO35j1I3WcogIKwXgq0A01zqkz7C7DebbUW2rnr7fbY79Wm10VRM1zZJIqMydk0lr3jbblAd0A6bZlrfoNpzxDYpS4Zqbb62rttFcIrpAKSulpJI6mNrmseJIyHDYPd49+3kpDRAQBZeBnh4tOM5Fh1XYb5fLPlEMMNfS3rIK2uA7JxdG+F0khdDI1x3D2FrvVduzcFugtqwXK9O62y3q+2jNIqaG7i936srppGU7i6nDJJJCYuzcS5pZsQdup2CnREBBeH8GOiOF3m85HQU2R192yDGKjD7jXXXIKuumntk7mufFzSvdykcjA0t25QOnjv7Vx4XNHbppFjmh1ZZKx2JYpVUlZa6UV8okilpnl8RMu/M7ZzjuCevipaRARzkWgOmmU6gXXU68Wuqkv95xOfCaudtZIxj7TNJ2j4gwHlDi7rzgcw815eI8LejuD3LT6649Y6yGo0vt9bbMbc+vleKenqwRM14J+cJDjsXbkeClpEBAeoXC5YDpzqZYNLMbxie9am3Zt7u0OXiorLXU1RkY6Rz2RuD4/haeUxkFjuVw6hRFwq8CWUaP62QaxZhb9OMcis9lqLTbLHhHyhPFLJO4dpU1NTXuMz3Boc0N3IALduXlPNdlEBgmO6KafYrqrlWs9mttTFlOZ01LSXaofWSviljp2BkYbEXcjDytbuWgd3qd87REAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBF4uYZjjOBY9V5Vl13p7bbKFnPNPM7YejWjvc4noGjck9AFTzNPaUUNNdJKXANOX11DH0bWXSrMD5D47RMa7lHkS/f0Cz2i8MarxBl6fRckur2SXpltLPp1PGrcU6H32XdRU3019o1il7uTbZqVh82PRylrY7hRTmqhaSf+Ywta9jfVvP9gVvrbc7deaCnulproKyjq42ywVEEgfHKwjcOa4dCCPELz1nh7U9AqKnqNJwz0ezT9msr5ZyKVenXWYPJ2kXznnhpoZKiolZFFE0ve97gGtaBuSSe4AeKqZqx7QvBsSuctk06x+TK56eR0c1a+o93o9wdvmnBrnSjffrs1viCQV8aRoOo69VdHT6Tm116JL3bwl83uftWtTorM3gtuioxi/tLHSXSGHM9MWw297tpai215fLEPMRyNAf9nO1XA071Iw3VTGYMswi8xXCgn+F23wyQyDvjkYerHjyPgQRuCCpWtcK6vw/FT1Ci4xfRpprPllNpP0eD5pXNKvtBmToiKvHuEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAXCx7UDPMb0zxG45rllZ7tbbbF2khHV8jj0bGwfvPc4hoHmVrT1a40tZtR7nOLHkFViVlJ5YKG1TGKUM69ZJ27Pc4jv2LW+Q87dwxwZqPFMpStsRpx2cpdM+Sxu3/LxayiLcXcLb73XyMs9oHqldck1UGm0NQ+Oz4tDE50IceWasljD3SOHceVj2tG/d8f1lVZdm53S53qulul4uNVX1lQQ6WoqZnSyyEDYFz3Ek9AB1PgusuodB0mnoenUbCnj4IpNrxfi/m8sr1ao61RzfiFe32cuqt0r475pHdamSenoIBdbWXuJ7FheGTRDfubzPY4AdxL/ADVElaj2c37cLr/LlR+fAsF2g2lK74due9WeVcy9Gmt1/L2bPayk4144Jv8AaGapXbEcAtOA2SpfTyZZLN77KxxDjSQhvNH08Hukbv5hpHcStdCuf7S8n/izB27nb5PrDt/6jFTBRezS0pW3DlCdNYc+aUn5vma/JJI+r+TlXafgFP8AwU6q3LTzWm1WM1Mps+VyttdZT855O1f0hl27uZr9hv8AVc7zUAL60lXVUFVFW0NTLT1EDxJFNE8sfG8HcOa4dQQfEK26tp1LV7GrY1VtOLXs/B/J7r2I1Ko6U1NeBvFBXK1P6Z8YGuOnFygmly+tyO2Md89b7zO6pbIzybK7eSM+XKdge8EdFsr0g1XxnWfB6LN8XlIiqN46mmkcDLSVDfpxPA7iNwQfFpaR0K5c4o4I1HhZRq18TpSeFKOcZ8mnun5dV6lht7ync7LZmaoiKmksIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiApT7SvKLnS2LC8Op5SyhuFTVV9S0f8AMfC2NkY+wdtIdvPbyVClsx48tIbhqJpdTZTYKKWquuIzSVRhjG7n0cjQJ9h4lvJG/wCxjtu9azu/qF1B2W3NvW4dp0qP3oSkpLxy5Npv3i19MeBXdRjJV230fQIiLYpBCtR7Ob9uF0/lyo/PgVV1aj2c37cLp/LlR+fAqrxx+zt3/AyTafp4+5k3tL/1twf/AG6s/MYqYq53tL/1twf/AG6s/MYqYqL2efsza+0v65H1ffrEv88AiIroRArmezWyuvhzHLcHLi6irLbHdQD3RywytiO38QnG/wDAFTNbCfZ36SXHGsVu+qF8oXQS5II6a19oNnmjjJLpAPBsj+XbfvEYI6EE0TtJubehw5XjX6z5VFeLlzJrHthv2RMsIylXTj4FwkRFyqWQIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAjbiD1it+h+mdfmlVTNqqtzm0dupXHYT1UgPIHf+UBrnu268rTt12Wou+XiqyC81t9rYqaKor6h9RKymgbDE1znEkMY0BrW9egCux7TKprgzAKMPeKN5uMpaD8LpR2ABPqATt9p81RldLdlWj0LPRlqC3qVm8vyUW4pfk38/Qr+pVXKryeCCIi2eY8K1Hs5v24XT+XKj8+BVXVqPZzftwun8uVH58CqvHH7O3f8DJNp+nj7mTe0v/W3B/8Abqz8xipirne0v/W3B/8Abqz8xipiovZ5+zNr7S/rkfV9+sS/zwCIiuhEPpTzvpaiKpiDC+F7ZGh7A9pIO43a4EEehGxW1/hT10pdcNN2Vs1HBQ3qxuZQXKlgYGRB3LvHJG0E8rHNB2HgWuHcATqcVvvZsVt0j1Lyu3wuf8nTWNs1QB9Ht2VEYi39eWSbb71rrtO0ehqGhzupbVKPxRfo2lJfNfmkTtPqunWUV0ZsNREXL5YgiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiICGeK7RGbXDS2ezWhsIv1qmFwtTpOnaSNaQ6Hm8A9pI8uYMJ6BapbtaLpYbnU2a9W+ooa6jldDUU88ZZJE9p2LXA9QVu/O+3RVO1gsmGay3ltdkOJ0cwgHY08gZyVJZv05pGbOd/DuQPDzNgsu3Kw7KbWFtrNOdWlUk+RQSc105muZxi1utnJPL2zlnrbcNV9eqSds0nFbt9PTpl/ka5kWd64YMzTnUy7YpDbpKGCmEEsEEjy9zWSQseNyST+8e89O5YIus9G1SlrenW+p0IyjCtCM0pLEkpxUkpLLxJZw1l4fiVC4ou2rToyabi2sro8PG3p5BWo9nN+3C6fy5UfnwKq6td7OKjnl1mvdYyMmKDHpWvdt0BdPDsPv2P9lhuOWlw7dt/uf3R92f6ePuZB7S/9bcH/wBurPzGKmKuv7TGgnbe8EunL8y+lrqfm8nNfE7b+zv8KlCi9nbUuGbXHlL+uR9X36xL/PAIiyDT6wDKc3sePOo5KplfXRQywx78z4y749uXqPhB6juVq1C9p6ZaVb2tnkpxlJ464im3jpvhHhSputUjTj1bS+p4dNTVNbURUlHTyTzzPEccUbC573E7AADqST4BbP8Agt0FuejOAVdyyqAQ5Fk0kdRVU5A5qSBgIihcQTu74nud5FwH7u5xbRDDdO9LMphq7NhdD21U5tOKqRpmqICTsDG+Qkt7+oBG4VsAuUL7ty0/tR0+dvodOdOlGS51USU3jeO0XKKjtnaTba8Mb2244cr6FWSumm2tmunr1w/yOURFVD8CIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgOCqy4l1yuyg/wDeFN+Y1WacQ0FziAB1JKrLibmtyqzOcQALhTkk9w+catG9sDX2/SP45/1Ui68I/oLv2X8pHn8a3DFddV6Om1DwGjFRklqg93qqJuwfX0wJLeQkgdozd2w73A7DqGg65q+gr7VWTW66UU9HV07zHNBURmOSNwOxa5rtiCD4Fbw+hWPZNp7p/mBEmYYTYL06MfC+426GoLR6F7SQuw+Eu0ytw/aqxu6feU4/daeJRXlvs15dMeeMJa5udPVeXPF4ZpmsNgvWUXamsWPWyouFfWSNihggZzOe4nYfYPU9B4raRwm8Ph0HwWVl5dFLkt9cyouj49i2ENB7Ona794M5nbkdC5ztumywfErFYbBkNFBY7NQW6AV8XwUtOyFu3aDwaAFarotew7d63avQuLa0tvs9vTlFYcuaU+r3wkklhfCs7rOfAzl9wytAlTc588pJ+GEiK+JDQ+i1406nxft4qS7UkgrLVVyNJbFUAEcrtuvI9pLT5bg7EtAWpzIsZv2J3KS0ZFa56GqjPVkjejh5tPc4eoJC3bkgAkkADv3VVqGy2S+3q20N/tNDcKR9bCJIayBksbml43Ba8EEbb96if987vsruLTT6turi2uJTyubllBpwWYvDTT5nmLW7w01vn0suGoa7SrVVPlnBLwyn12f02f5GuGGGWolZBTxPllkcGsYxpc5xPcAB3lX54I+Fq/YZcf8Atc1ItclvuRhdFZ7bOzaaBr27PnlaerHFpLWtOxALiQNwrUY7phpriM5q8U0/xuzznvloLXBA8/1MaCsmJa0bkgAd5W0uKu1CtrdpKxsqXdwmsSbeZNeSxsk/HrleRXrfTlSlzzeWislB+tNN/wBez8wKzY8ftVZKAgZPTuJAHv7Dv6doFZsea417En/4r/8Ajj/KRsjjP71D2f8AY5REW9CkhERAEREAREQBERAEREAREQBERAERcFzWglzgAOpJKA5ReR/xfif/AIotH/zYv/0i+eePme/2Wv8AuP6M9dERfR4BERAEREAREQBERAEREAREQBERAEREBBep2cV13utRZKGpdFbqR5ic1jtu2eOji7zAO4A7um6xyfDcnp7Z8sT2aoZScvOZCB0b5lu+4HrsvndoJrLk1TFVw8z6Wsc5zXdzwH7/ANiPxUxXHVXD3WKWohqe3mkic1tG6NwcXEfRd02A8z3eW65OtLOy4wvtQu+JL3uatPPLFtLG8tkpdVHCXLHd565NpVatbSKFvR06jzxl1aT9N9vF9cvYxbSbN64XGPGLnUumgnaRTOkO5jcBvy7+RAPTwOy8/VDN666XaosVFO+KgpHGGRrTt2zx0cXeYB6Aem68LT+hqLhmNqjp9wYqhs7z5MYeY/4G33rqZBBJasoroamMSOgrHuLX9zxzbjf0I2/uolTiXWKnB9O0nOXdOq4c+XnlUVJQz1aTbfssdFg9o6bZx1eVWKXNyJ49ctZ9/wDk/c2G5RBbPliay1DaTl5y8gbhv1i3vA9dlmek+cVsVyjxm6VD5qaoBbTOedzE8Do3c/unbu89llVdqnh77DLUR1ZkmlhcwUnZu5+Yj6J6bAeu+yirT+knrMytTKdpJjqGyuI8Gt+Ik/cFlfslnwdxBp8uG7zv3VcVNJp5TlFYfLtiSbwnvFrPkRe9ravYV1qNHk5c42a6JvO/l59Ge7qhnFZdbrPYrfUujoKRxikDCR20g6O5vMA9APTdY1LhuTw2v5ZlstQ2j5OcyEDo36xbvuB67L8X+nntWUVsVVCeeCse8td+8ObcH7COv3qYqzVbDnWSSqjqu1mkjLRRujdzFxH0XdNgPM77KPbWllxhqOoXXEl73FSm3yJtLGHLZKXVRwlyx3eeuT0qVa2kW9vS06jzxl1e/pvt4vzexiWk+cV0Vyixm5VD5qaoBbTOe7cxPA3DQfqnbbbwOy6mqWb11xutRYKGd8NDSOMUoY7YzSD6XNt4A9NvTf7MewKjnrsxtMcAO8dSyZ23g1h5nf4H+V18mp5bXlVxhqGB7oqx7yHfvgu5hv8AaCD96gz4m1ifB0LSU5d13rhzePKoKXJnrjLb9ljpseq020Wruqorm5ObHrnHN7/89T9SYblEVs+WH2WoFJydp2hA6N+ty777euyzDSnOK2nuUONXOpdLS1PwU5edzE/waD9U923nt6rL6nVTD3WN9U2qL5nxFopOzdz8230T0229e5RJg1HUV+X2uKmYS5tSyV237rWnmcf7BZWdpZcHa5p9Thq8791HFTSaecuKw+XbEk3iL3i1nyIyq1tXsbiOo0eRRzhtNeD8/LzWzLJouFyuqDWIREQBERAEREAREQBERAEXBIHUlRjnvEdpRp+51NcMibca5u/+jtgFRICPBxBDGH0c4FedWtTox5qjSXqTLHTrvU6vc2dOU5eUU39fL5knrx8lzDF8OoDc8pv1Fa6Ydz6mYM5j5NHe4+gBKptnnGjn1/D6PDLfTY7SknabpUVLm+HxOHI37mk+RUDXq+3rI6+S53+7Vdxq5Tu+apmdI8/e4/4WDudfpQ2oLmfn0X+v8jaeidkV/dYqapUVKP7q+KX1+6vrL2Lf5/xtYxbDPQafWOa8Tt+FlbV7w02/1gz9I8eh5FW/Pdc9TtRnSR5Bk1QyjkBaaGkJgp+XyLG/T/qLisCRYC51K5utpy28lsv89zbuicE6JoOJW1FOa/FL4pe6zsv/AJSCIigYRbDbQiItnHC4REQBERAEREAREQBERAEREAREQBERAYXnWm9DlhFfSzCkuLQGmQt3ZKB3BwHXf1/FYCzRbLXT9k6e3tjB/S9q4j+3LupyRULW+zbh/Xrt3txTcZy+9yvHN7rpnzaw34szllxFf2NLuack4rplZx7GK4RgVvw+B7xJ7zXTDaWct22HfytHgPxXWzrTiiy5wrqecUlwY0N7QjdkjR3Bw/8Av8VmaLNz4U0eppa0aVBdwukd9n55683rnPqQ46pdxuvtim+88/7Y6Y9CDGaL5YajsnT29se/6XtnEbfZy7qSMHwK34dA+QSe8107eWWcjYAfVaPAfjt9yytFiNB7OtB4duvtlrTbqLo5PPLnyWy+eM+pLvuIL7UKfc1ZJR8UljPv/mDDc505ostIraeYUlwY0N7UjdsjR4OH4H8VH7dFstM/ZOnt4j3/AEnbO22+zl3/AMKckXxrfZvoGv3bvbmm41H95xeOb3XTPm1hvxZ+2XEV/Y0u5pyTiumVnHsYpg+AUGHwvm7X3mvmbyyTluwDd9+Vo8B3fbt9y+OdadUOXctbBMKS4Rt5BLy7tkb4Bw/A/isxRZqfCmjz0r/oroL7Ovw79fPPXmzvnOSEtUu1dfbOd955/wBsdMehBo0Wyw1HZOqLeI9/0vbOI2+zl3UjYPp/QYfE+Yy+818zeWSct2Ab9Vo8B+OyyxFh9B7OdB4euvttrTcqi6OT5uX2Wy+e79SZfcQ32oUu5qySj44WM+4REV6MIEREAREQBEXBIHegOUUa57xDaVael1PdsjjrK1u4NFbgKiYEeDtjysP8Tgq3Z9xqZvfO0o8HtdPj9MXENqJNqipLfDvHI3cd45SR4HxOPudTtrXaUsvyW7LfonA2t67iVCi4wf4p/DH5Z3fyTLjZFlWOYlb3XTJr3RWylZ07WpmawE+Q36k+g3Kr/n/GxiNoM9BgVnnvlQ0crKyfeClDvMA/OPA8tm7+B8VT2+5Hfsnr33TIrxWXKrkO7pamZ0jvsG/cPQdF5ywFzr1aptRXKvq/9Dbuidkem2eKmpzdaXkvhj+XxP6r2JCz3XzVLUUyQ3vJZqeheC00NDvBAWnwcGnd/wDWSo9RFhKlWdaXNUeX6m0bKwtdOpKhaU4wj5RSS/IIiL4JYREQBERAbaERFs04XCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiALzb/AJJYMWoH3XJLzR2yjj75qqZsbd/IbnqfIDqV6PkqNcZ/7SYf+lZ+ChX927Oj3qWSz8IcPw4m1ONhUqOCw22ll7eHVdfPf2JXz/jVwqxumocGtc+QVLW7NqpN4KUO+8c79vLZoPgVW7PeIXVTUMvhuuRy0VC8FpobfvTwlp7w7Y8z/wColRuip1zqdzdbSlheS2R0lonAuiaFiVCipTX4p/FL5Z2XySCIigFvCIiAIiIAiIgCIiAIiID/2Q==" width="308px" alt="what is the purpose of machine learning"/></p>
<p>
<p>They created a model with electrical circuits and thus neural network was born. TrainingAfter you choose a model, you need to train it using the data you have collected and preprocessed. Training is where the algorithm learns to identify patterns and relationships in the data and encodes them in the model parameters. This can include tuning model hyperparameters and improving the data processing and feature selection.</p>
</p>
<p>
<ul>
<li>For example, the car industry has robots on assembly lines that use machine learning to properly assemble components.</li>
<li>Human experts determine the set of features to understand the differences between data inputs, usually requiring more structured data to learn.</li>
<li>The amount of data helps to build a better model that accurately predicts the output, which in turn affects the accuracy of the predicted output.</li>
<li>For building mathematical models and making predictions based on historical data or information, machine learning employs a variety of algorithms.</li>
<li>The fundamental difference between supervised and unsupervised learning algorithms is how they deal with data.</li>
</ul>
<p>
<p>This step may involve cleaning the data (handling missing values, outliers), transforming the data (normalization, scaling), and splitting it into training and test sets. While a lot of public perception of artificial intelligence centers around job losses, this concern should probably be reframed. With every disruptive, new technology, we see that the market demand for specific job roles shifts. For example, when we look at the automotive industry, many manufacturers, like GM, are shifting to focus on electric vehicle production to align with green initiatives.</p>
</p>
<p>
<p>Today, machine learning enables data scientists to use clustering and classification algorithms to group customers into personas based on specific variations. These personas consider customer differences across multiple dimensions such as demographics, browsing behavior, and affinity. Connecting these traits to patterns of purchasing behavior enables data-savvy companies to roll out highly personalized marketing campaigns that are more effective at boosting sales than generalized campaigns are. For example, when someone asks Siri a question, Siri uses speech recognition to decipher their query. In many cases, you can use words like “sell” and “fell” and Siri can tell the difference, thanks to her speech recognition machine learning.</p>
</p>
<p>
<h2>Training</h2>
</p>
<p>
<p>One thing that can be said with certainty about the future of machine learning is that it will continue to play a central role in the 21st century, transforming how work gets done and the way we live. It uses statistical analysis to learn autonomously and improve its function, explains Sarah Burnett, executive vice president and distinguished analyst at management consultancy and research firm&nbsp;Everest Group. So let’s get to a handful of clear-cut definitions you can use to help others understand machine learning.</p>
</p>
<p>
<p>For a refresh on the above-mentioned prerequisites, the Simplilearn YouTube channel provides succinct and detailed overviews. You can foun additiona information about <a href="https://deskrush.com/how-artificial-intelligence-is-helping-todays-small-businesses/">ai customer service</a> and artificial intelligence and NLP. Now that you know what machine learning is, its types, and its importance, let us move on to the uses of machine learning. In this case, the model tries to figure out whether the data is an apple or another fruit. Once the model has been trained well, it will identify that the data is an apple and give the desired response. Learn key benefits of generative AI and how organizations can incorporate generative AI and machine learning into their business.</p>
</p>
<p>
<p>This technique allows reconstruction of the inputs coming from the unknown data-generating distribution, while not being necessarily faithful to configurations that are implausible under that distribution. This replaces manual feature engineering, and allows a machine to both learn the features and use them to perform a specific task. The computational analysis of machine learning algorithms and their performance is a branch of theoretical computer science known as computational learning theory via the Probably Approximately Correct Learning (PAC) model. Because training sets are finite and the future is uncertain, learning theory usually does not yield guarantees of the performance of algorithms. The bias–variance decomposition is one way to quantify generalization error.</p>
</p>
<p>
<div style='border: grey solid 1px;padding: 11px;'>
<h3>How is machine learning changing the landscape of FinTech? &#8211; Data Science Central</h3>
<p>How is machine learning changing the landscape of FinTech?.</p>
<p>Posted: Thu, 11 Apr 2024 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiXWh0dHBzOi8vd3d3LmRhdGFzY2llbmNlY2VudHJhbC5jb20vaG93LWlzLW1hY2hpbmUtbGVhcm5pbmctY2hhbmdpbmctdGhlLWxhbmRzY2FwZS1vZi1maW50ZWNoL9IBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>We’ll also discuss the advantages it brings to businesses and the considerations that decision-makers must keep in mind when considering its integration into their strategies. Unlike supervised learning, unsupervised Learning does not require classified or well-labeled data to train a machine. It aims to make groups of unsorted information based on some patterns and differences even without any labelled training data. In unsupervised Learning, no supervision is provided, so no sample data is given to the machines.</p>
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<p>Organizations can make forward-looking, proactive decisions instead of relying on past data. Sometimes developers will synthesize data from a machine learning model, while data scientists will contribute to developing solutions for the end user. Collaboration between these two disciplines can make ML projects more valuable and useful. The future of machine learning lies in hybrid AI, which combines symbolic AI and machine learning.</p>
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<p>If you’re looking at the choices based on sheer popularity, then Python gets the nod, thanks to the many libraries available as well as the widespread support. Python is ideal for data analysis and data mining and supports many algorithms (for classification, clustering, regression, and dimensionality reduction), and machine learning models. Traditionally, data analysis was trial and error-based, an approach that became increasingly impractical thanks to the rise of large, heterogeneous data sets.</p>
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<p>Unsupervised learning is a type of machine learning where the algorithm learns to recognize patterns in data without being explicitly trained using labeled examples. The goal of unsupervised learning is to discover the underlying structure or distribution in the data. Supervised Learning is a machine learning method that needs supervision similar to the student-teacher relationship. In supervised Learning, a machine is trained with well-labeled data, which means some data is already tagged with correct outputs.</p>
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<p>This is easiest to achieve when the agent is working within a sound policy framework. A traditional algorithm takes input and some logic in the form of code and produces output. A Machine Learning Algorithm takes an input and an output and gives the logic which can then be used to work with new input to give one an output. With 20+ years of business experience, Neil works to inspire clients and business partners to foster innovation and develop next generation products/solutions powered by emerging technology. If it suggests tracks you like, the weight of each parameter remains the same, because they led to the correct prediction of the outcome.</p>
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<h2>Find Post Graduate Program in AI and Machine Learning in these cities</h2>
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<p>
<p>The goal is to find a sweet spot where the model isn’t too specific (overfitting) or too general (underfitting). This balance is essential for creating a model that can generalize well to new, unseen data while maintaining high accuracy. Reinforcement learning is a type of machine learning where an agent learns to interact with an environment by performing actions and receiving rewards or penalties based on its actions. The goal of reinforcement learning is to learn a policy, which is a mapping from states to actions, that maximizes the expected cumulative reward over time.</p>
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<p>The famous “Turing Test” was created in 1950 by Alan Turing, which would ascertain whether computers had real intelligence. It has to make a human believe that it is not a computer but a human instead, to get through the test. Arthur Samuel developed the first computer program that could <a href="https://chat.openai.com/">https://chat.openai.com/</a> learn as it played the game of checkers in the year 1952. The first neural network, called the perceptron was designed by Frank Rosenblatt in the year 1957. For instance, ML engineers could create a new feature called “debt-to-income ratio” by dividing the loan amount by the income.</p>
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<p>Data scientists must understand data preparation as a precursor to feeding data sets to machine learning models for analysis. Although machine learning algorithms have existed for decades, they got the spotlight they deserve with the popularization of artificial intelligence. Their advantages outweigh their disadvantages, which is why ML has been and will remain an essential part of AI. There are a variety of machine learning algorithms available and it is very difficult and time consuming to select the most appropriate one for the problem at hand. Firstly, they can be grouped based on their learning pattern and secondly by their similarity in their function. Supervised learning&nbsp;is a class of problems that uses a model to learn the mapping between the input and target variables.</p>
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<p>The second term of the equation calculates the slope or gradient of the curve at each iteration. The mean is halved (1/2) as a convenience for the computation of the gradient descent [discussed later], as the derivative term of the square function will cancel out the 1/2 term. Regression is a technique used to predict the value of a response (dependent) variables, from one or more predictor (independent) variables. Recommendation engines are essential to cross-selling and up-selling consumers and delivering a better customer experience. Successful marketing has always been about offering the right product to the right person at the right time.</p>
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<p>The defining characteristic of a rule-based machine learning algorithm is the identification and utilization of a set of relational rules that collectively represent the knowledge captured by the system. Reinforcement learning is an area of machine learning concerned with how software agents ought to take actions in an environment so as to maximize some notion of cumulative reward. In reinforcement learning, the environment is typically represented as a Markov decision process (MDP). Many reinforcements learning algorithms use dynamic programming techniques.[53] Reinforcement learning algorithms do not assume knowledge of an exact mathematical model of the MDP and are used when exact models are infeasible.</p>
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<p>That&#8217;s especially true in industries that have heavy compliance burdens, such as banking and insurance. Data scientists often find themselves having to strike a balance between transparency and the accuracy and effectiveness of a model. Complex models can produce accurate predictions, but explaining to a layperson &#8212; or even an expert &#8212; how an output was determined can be difficult. Various sectors of the economy are dealing with huge amounts of data available in different formats from disparate sources. The enormous amount of data, known as big data, is becoming easily available and accessible due to the progressive use of technology, specifically advanced computing capabilities and cloud storage.</p>
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<p>It represents the intersection of computer science and statistics, enabling systems to improve their performance over time without explicit programming. As machine learning continues to evolve, its applications across industries promise to redefine how we interact with technology, making it not just a tool but a transformative force in our daily lives. Typically, machine learning models require a high quantity of reliable data in order for the models to perform accurate predictions.</p>
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<div style='border: grey solid 1px;padding: 15px;'>
<h3>Biologists use machine learning to classify fossils of extinct pollen &#8211; Phys.org</h3>
<p>Biologists use machine learning to classify fossils of extinct pollen.</p>
<p>Posted: Wed, 20 Mar 2024 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiTGh0dHBzOi8vcGh5cy5vcmcvbmV3cy8yMDI0LTAzLWJpb2xvZ2lzdHMtbWFjaGluZS1mb3NzaWxzLWV4dGluY3QtcG9sbGVuLmh0bWzSAUtodHRwczovL3BoeXMub3JnL25ld3MvMjAyNC0wMy1iaW9sb2dpc3RzLW1hY2hpbmUtZm9zc2lscy1leHRpbmN0LXBvbGxlbi5hbXA?oc=5' rel="nofollow">source</a>]</p>
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<p>
<p>The gradient of the cost function is calculated as partial derivative of cost function J with respect to each model parameter wj, j takes value of number of features [1 to n]. Α, alpha, is the learning <a href="https://www.metadialog.com/blog/machine-learning-definition/">what is the purpose of machine learning</a> rate, or how quickly we want to move towards the minimum. If α is too small, means small steps of learning hence the overall time taken by the model to observe all examples will be more.</p>
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<p>Since the cost function is a convex function, we can run the gradient descent algorithm to find the minimum cost. &#8220;By embedding machine learning, finance can work faster and smarter, and pick up where the machine left off,&#8221; Clayton says. Machine learning operations (MLOps) is the discipline of Artificial Intelligence model delivery. It helps organizations scale production capacity to produce faster results, thereby generating vital business value.</p>
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<p>Companies that have adopted it reported using it to improve existing processes (67%), predict business performance and industry trends (60%) and reduce risk (53%). Reinforcement learning is a feedback-based learning method, in which a learning agent gets a reward for each right action and gets a penalty for each wrong action. The agent learns automatically with these feedbacks and improves its performance. In reinforcement learning, the agent interacts with the environment and explores it.</p>
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<p>Deployment environments can be in the cloud, at the edge or on the premises. The goal is to convert the group&#8217;s knowledge of the business problem and project objectives into a suitable problem definition for machine learning. The mapping of the input data to the output data is the objective of supervised learning.</p>
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<p>By contrast, machine learning solutions can consider all factors at once and match them to patterns that better predict a default on a loan. On top of that, machine learning can apply multiple models in parallel to arrive at multiple potential solutions. For example, clustering algorithms are a type of unsupervised algorithm used to group unsorted data according to similarities and differences, given the lack of labels. This reduces execution times from days to seconds, optimizes the accuracy of the results because the processes are automated. The implementation of machine learning enables learning that facilitates adoption for multiple tasks. Composed of a deep network of millions of data points, DeepFace leverages 3D face modeling to recognize faces in images in a way very similar to that of humans.</p>
</p>
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" width="308px" alt="what is the purpose of machine learning"/></p>
<p>
<p>Set and adjust hyperparameters, train and validate the model, and then optimize it. Depending on the nature of the business problem, machine learning algorithms can incorporate natural language understanding capabilities, such as recurrent neural networks or  transformers that are designed for NLP tasks. Additionally, boosting algorithms can be used to optimize decision tree models. Semisupervised learning works by feeding a small amount of labeled training data to an algorithm. From this data, the algorithm learns the dimensions of the data set, which it can then apply to new unlabeled data.</p>
</p>
<p>
<p>Some popular examples of machine learning algorithms include linear regression, decision trees, random forest, and XGBoost. The easiest way to think about artificial intelligence, machine learning, deep learning and neural networks is to think of them as a series of AI systems&nbsp;from largest to smallest, each encompassing the next. Deep learning is a subfield of machine learning, and neural networks make up the backbone of deep learning algorithms. It’s the number of node layers, or depth, of neural networks that distinguishes a single neural network from a deep learning algorithm, which must have more than three.</p>
</p>
<p>
<h2>Reinforcement Learning:</h2>
</p>
<p>
<p>The performance of algorithms typically improves when they train on labeled data sets. This type of machine learning strikes a balance between the superior performance of supervised learning and the efficiency of unsupervised learning. The goal of machine learning is to train machines to get better at tasks without explicit programming. After which, the model needs to be evaluated so that hyperparameter tuning can happen and predictions can be made. It’s also important to note that there are different types of machine learning which include supervised learning, unsupervised learning, semi-supervised learning, and reinforcement learning.</p>
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<p>
<p>Machine learning will analyze the image (using layering) and will produce search results based on its findings. The healthcare industry uses machine learning to manage medical information, discover new treatments and even detect and predict disease. Updated medical systems can now pull up pertinent health information on each patient in the blink of an eye. Continuous development of the machine learning technology will lead to overcoming its challenges and further increase its representation in the future. Machine learning is used by companies to support various business operations. Due to its ability to predict customer behavior and, therefore, a better user experience, it facilitates the development and offering of new products.</p>
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<p>The more the program played, the more it learned from experience, using algorithms to make predictions. When we fit a hypothesis algorithm for maximum possible simplicity, it might have less error for the training data, but might have more significant error while processing new data. On the other hand, if the hypothesis is too complicated to accommodate the best fit to the training result, it might not generalise well. In machine learning, you manually choose features and a classifier to sort images. For example, if a cell phone company wants to optimize the locations where they build cell phone towers, they can use machine learning to estimate the number of clusters of people relying on their towers.</p>
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<p>Symbolic AI is a rule-based methodology for the processing of data, and it defines semantic relationships between different things to better grasp higher-level concepts. This enables an AI system to comprehend language instead of merely reading data. For example, if machine learning is used to find a criminal through facial recognition technology, the faces of other people may be scanned and their data logged in a data center without their knowledge.</p>
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<p>The incorporation of machine learning  in the digital-savvy era is endless as businesses and governments become more aware of the opportunities that big data presents. The system uses labeled data to build a model that understands the datasets and learns about each one. After the training and processing are done, we test the model with sample data to see if it can accurately predict the output. Deep learning methods such as neural networks are often used for image classification because they can most effectively identify the relevant features of an image in the presence of potential complications. For example, they can consider variations in the point of view, illumination, scale, or volume of clutter in the image and offset these issues to deliver the most relevant, high-quality insights.</p>
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<p>The definition holds true, according toMikey Shulman,&nbsp;a lecturer at MIT Sloan and head of machine learning at&nbsp;Kensho, which specializes in artificial intelligence for the finance and U.S. intelligence communities. He compared the traditional way of programming computers, or “software 1.0,” to baking, where a recipe calls for precise amounts of ingredients and tells the baker to mix for an exact amount of time. Traditional programming similarly requires creating detailed instructions for the computer to follow. Various types of models have been used and researched for machine learning systems, picking the best model for a task is called model selection. This part of the process is known as operationalizing the model and is typically handled collaboratively by data science and machine learning engineers. Continually measure the model for performance, develop a benchmark against which to measure future iterations of the model and iterate to improve overall performance.</p>
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<p>It’s not just about technology; it’s about reshaping how computers interact with us and understand the world around them. As artificial intelligence continues to evolve, machine learning remains at its core, revolutionizing our relationship with technology and paving the way for a more connected future. ” It’s a question that opens the door to a new era of technology—one where computers can learn and improve on their own, much like humans. Imagine a world where computers don’t just follow strict rules but can learn from data and experiences. In the semi-supervised learning method, a machine is trained with labeled as well as unlabeled data. Although, it involves a few labeled examples and a large number of unlabeled examples.</p>
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<p>Artificial Intelligence and machine learning give organizations the advantage of automating a variety of manual processes involving data and decision making. Researcher Terry Sejnowksi creates an artificial neural network of 300 neurons and 18,000 synapses. Called NetTalk, the program babbles like a baby when receiving a list of English words, but can <a href="https://play.google.com/store/apps/datasafety?id=pl.edu.pg.chatpg&amp;hl=cs&amp;gl=US">Chat GPT</a> more clearly pronounce thousands of words with long-term training. Machine learning has been a field decades in the making, as scientists and professionals have sought to instill human-based learning methods in technology. Trading firms are using machine learning to amass a huge lake of data and determine the optimal price points to execute trades.</p>
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<p>It requires diligence, experimentation and creativity, as detailed in a seven-step plan on how to build an ML model, a summary of which follows. Reinforcement learning works by programming an algorithm with a distinct goal and a prescribed set of rules for accomplishing that goal. As the volume of data generated by modern societies continues to proliferate, machine learning will likely become even more vital to humans and essential to machine intelligence itself.</p>
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<p>There are many real-world use cases for supervised algorithms, including healthcare and medical diagnoses, as well as image recognition. “Deep learning” becomes a term coined by Geoffrey Hinton, a long-time computer scientist and researcher in the field of AI. He applies the term to the algorithms that enable computers to recognize specific objects when analyzing text and images.</p>
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<p>The model is selected based on the type of problem and data for any given workload. Note that there’s no single correct approach to this step, nor is there one right answer that will be generated. This means that you can train using multiple algorithms in parallel, and then choose the best result for your scenario. Machine learning is a method of data analysis that automates analytical model building. It is a branch of artificial intelligence based on the idea that systems can learn from data, identify patterns and make decisions with minimal human intervention. Decision tree learning uses a decision tree as a predictive model to go from observations about an item (represented in the branches) to conclusions about the item&#8217;s target value (represented in the leaves).</p>
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<p>Machine learning can produce accurate results and analysis by developing fast and efficient algorithms and data-driven models for real-time data processing. In unsupervised learning, the training data is unknown and unlabeled &#8211; meaning that no one has looked at the data before. Without the aspect of known data, the input cannot be guided to the algorithm, which is where the unsupervised term originates from.</p>
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<p>
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</p>
<p>
<p>What makes ML algorithms important is their ability to sift through thousands of data points to produce data analysis outputs more efficiently than humans. Unsupervised machine learning algorithms are used when the information used to train is neither classified nor labeled. Unsupervised learning studies how systems can infer a function to describe a hidden structure from unlabeled data. Supervised learning is a type of machine learning in which the algorithm is trained on the labeled dataset.</p>
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<p>Having a large amount of labeled training data is a requirement for deep neural networks, like large language models (LLMs). Data preprocessingOnce you have collected the data, you need to preprocess it to make it usable by a machine learning algorithm. This sometimes involves labeling the data, or assigning a specific category or value to each data point in a dataset, which allows a machine learning model to learn patterns and make predictions. Applying a trained machine learning model to new data is typically a faster and less resource-intensive process. Instead of developing parameters via training, you use the model&#8217;s parameters to make predictions on input data, a process called inference. You also do not need to evaluate its performance since it was already evaluated during the training phase.</p>
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" width="305px" alt="what is the purpose of machine learning"/></p>
<p>
<p>The algorithm compares its own predicted outputs with the correct outputs to calculate model accuracy and then optimizes model parameters to improve accuracy. The way in which deep learning and machine learning differ is in how each algorithm learns. &#8220;Deep&#8221; machine learning can use labeled datasets, also known as supervised learning, to inform its algorithm, but it doesn’t necessarily require a labeled dataset. The deep learning process can ingest unstructured data in its raw form (e.g., text or images), and it can automatically determine the set of features which distinguish different categories of data from one another. This eliminates some of the human intervention required and enables the use of large amounts of data.</p>
</p>
<p>
<p>The energy industry isn’t going away, but the source of energy is shifting from a fuel economy to an electric one. Fueled by the massive amount of research by companies, universities and governments around the globe, machine learning is a rapidly moving target. Breakthroughs in AI and ML seem to happen daily, rendering accepted practices obsolete almost as soon as they&#8217;re accepted.</p>
</p>
<p>
<p>In some cases, machine learning can gain insight or automate decision-making in cases where humans would not be able to, Madry said. “It may not only be more efficient and less costly to have an algorithm do this, but sometimes humans just literally are not able to do it,” he said. Machine learning is behind chatbots and predictive text, language translation apps, the shows Netflix suggests to you, and how your social media feeds are presented.</p>
</p>
<p>
<p>The capabilities of the IT industry have advanced by leaps and bounds in recent years thanks to machine learning, making it a lucrative field to pursue. Domo has created a Machine Learning playbook that anyone can use to properly prepare data, run a model in a ready-made environment, and visualize it back in Domo to simplify and streamline this process. Since building and choosing a model can be time-consuming, there is also automated machine learning (AutoML) to consider. The training set is used to fit the different models, and the performance on the validation set is then used for the model selection. The advantage of keeping a test set that the model hasn’t seen before during the training and model selection steps is that we avoid over-fitting the model and the model is able to better generalize to unseen data.</p>
</p>
<p>
<p>Machine learning is a subfield of artificial intelligence, which is broadly defined as the capability of a machine to imitate intelligent human behavior. Artificial intelligence systems are used to perform complex tasks in a way that is similar to how humans solve problems. However, there are many caveats to these beliefs functions when compared to Bayesian approaches in order to incorporate ignorance and uncertainty quantification. Artificial neural networks (ANNs), or connectionist systems, are computing systems vaguely inspired by the biological neural networks that constitute animal brains. Such systems &#8220;learn&#8221; to perform tasks by considering examples, generally without being programmed with any task-specific rules.</p>
</p>
<p>
<p>This data is fed to the Machine Learning algorithm and is used to train the model. The trained model tries to search for a pattern and give the desired response. In this case, it is often like the algorithm is trying to break code like the Enigma machine but without the human mind directly involved but rather a machine.</p>
</p>
<p>
<p>The method learns from previous test data that hasn’t been labeled or categorized and will then group the raw data based on commonalities (or lack thereof). Cluster analysis uses unsupervised learning to sort through giant lakes of raw data to group certain data points together. Clustering is a popular tool for data mining, and it is used in everything from genetic research to creating virtual social media communities with like-minded individuals. Machine learning is a subset of artificial intelligence that gives systems the ability to learn and optimize processes without having to be consistently programmed. Simply put, machine learning uses data, statistics and trial and error to “learn” a specific task without ever having to be specifically coded for the task.</p>
</p>
<p>
<ul>
<li>Deep learning is a subset of machine learning, and it uses multi-layered or neural networks for machine learning.</li>
<li>However, there are many caveats to these beliefs functions when compared to Bayesian approaches in order to incorporate ignorance and uncertainty quantification.</li>
<li>It analyzes the features and how they relate to actual house purchases (which would be included in the data set).</li>
<li>This involves inputting the data, which has been carefully prepared with selected features, into the chosen algorithm (or layer(s) in a neural network).</li>
<li>Without any human help, this robot successfully navigates a chair-filled room to cover 20 meters in five hours.</li>
</ul>
<p>
<p>With so many possibilities machine learning already offers, businesses of all sizes can benefit from it. Despite these challenges, ML generally provides high-accuracy results, which is why this technology is valued, sought after, and represented in all business spheres. However, the implementation of data is time-consuming and requires constant monitoring to ensure that the output is relevant and of high quality. An example of supervised learning is the classification of spam mail that goes into a separate folder where it doesn’t bother the users. Music apps recommend music you might like based on your previous selections. The songs you’ve listened to, artists, and genres are input data aka parameters that the algorithm gives weight to, and based on it, evaluates what new music to suggest to you.</p>
</p>
<p>
<p>Machine Learning is a branch of Artificial Intelligence that allows machines to learn and improve from experience automatically. It is defined as the field of study that gives computers the capability to learn without being explicitly programmed. The importance of explaining how a model is working —&nbsp;and its accuracy —&nbsp;can vary depending on how it’s being used, Shulman said. While most well-posed problems can be solved through machine learning, he said, people should assume right now that the models only perform to about 95% of human accuracy. Madry pointed out another example in which a machine learning algorithm examining X-rays seemed to outperform physicians.</p></p>
]]></content:encoded>
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		<title>Generative AI in Customer Service</title>
		<link>http://www.gadgetabbey.com/?p=10444</link>
		<comments>http://www.gadgetabbey.com/?p=10444#comments</comments>
		<pubDate>Wed, 17 Jul 2024 16:38:31 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Artificial intelligence]]></category>

		<guid isPermaLink="false">https://www.gadgetabbey.com/?p=10444</guid>
		<description><![CDATA[Elevating Customer Experience with Generative AI By providing personalized, efficient, and engaging experiences, AI-powered solutions can help organizations build stronger customer relationships. In this way, generative AI can support the work that human agents do and free them up to &#8230; <a href="http://www.gadgetabbey.com/?p=10444">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>
<h1>Elevating Customer Experience with Generative AI</h1>
</p>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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ddjJGAGElSiRjPqea0zfD30CuttMJjQtljolN5Q7F+jd2kd0qByO1Tbp+kp6a6bCTgixw8HbuwfIT6ev2UpU+FDyXnE4LefpIqgO3JOTj7vtpQEkndJve5p25Knf/Y46FIJP6muRPpm5u8fxqKXLwPdPnpTj0PVN8iMqOUso8pYSPtUkk0QqmmVOkKahqWjhKkqKFbcccAcfv+fyrQ42sBOWHc5zluWT+JGRVgXDqq+MULWofAzb1JT/ACa15KZP7ZnRUuD7thTTC74Jb7GZUprqBBecA91JgLSCft3nFFzIbdSghLspG3JzhK88j5E+v8DTbLdebKsykjH9OOofxzVw5/dcZyOaDN/wmdUmXFBEuwKQDwTLWCR9nl1WVys83T13nWKeWzJt8hyM6W1EoK0KKTg8ZHHwroK9JcKti3I6s8Dao5/cRQM9RgP7omp+ef1tK/tFVcE9UaGUyIbdbq/xvuX+un8iahklWVn7TUt1yvGr7lj/ADifyJqGSF++T8TUOOy1oAviFe8Oa6WforVAaF1uf/FIv9kquaDYUtXugmum36LWzXyL061jcJNolNxJN0j+S+pohC9ragrB9cZFI5Z/xG02wW4I3XZCWWy45wgd+KCX9KSrOjdB/wDxCR/ZCjfYjuuqQgNE7yAMpPNCh+kR6RdSepmndHW7QWjbne3oc19x9MRgrDSVJCUlR7Jye2az8ZwEwJRZWksIC5hoVilDageM0YHTjwBw7RCfvniU15E0XBUhKYiY0tqQVOqGNrhSSElJIyMg/wAa3Pfo2taXGW4dC6/05fLeSoR5SZhBcOAUoKQgpScbiPeIUMH3ea0zmwA0XJP2LIcNQahFa4I+FXL4VTnr7ogf+KI/KaYeonh56t9K5oh6r0dcWkEr2yG4rhZWEKUCUrKQCMAKyPRQ+YDz4VFhPiC0PuOP8KI/KqonLXxEt32UQktkAIortAlxTYGRW9EhCgN1akONuJAJFfFMgjKT/GvPlbCU5QexryU+tNznntn3ea3MSHMe+KoVcBR7qgnboe7q/wC6uflNcirjIBuEnn+dX+Jrrl1RfSdBXrP/AGRz8prjzPkf4Qk8/wA6v8TRYG2Sjh+mMe9Ky9866A+DhPm9JEL75kLrnf5/HeuifgmKXejaCe4krq07aAUiS2lW7OjkcispZc/dST8KygKgsrjLEUFW2GT/ANma/KKUIwQPjWiEj/BcI4/yZr8opQ2gkivUBYCVsJPGBT9CSoMhPIPfvxTZEa3YzUkhRDsSdncVYKrzsvUBS48lp9CEqU2tK0hQyCQc8irc07C1bc4zVza6fR5bDjeUrbjhIUPjwc+lV9AtiZ9ziwlyo8RLgGXXztSj7TVxdLum9xver7DY4WqY0tiXcWWXm4MxW9LAO51QyABhtK1fd29KegBaC7ovPcTe17gywHeoJ+xCsnWN9a8M/hbj2+IhmPrHXDbkpSSogtoUkkKUoDIShvbwexURXN7U9unPokalutxkypUxJcSXmzlz3e+ewHPAo1PGVetQa+1RqXVoguv6H089/JiK6n3EpmtAKcySNzadykgjhK9nc8AianW119mFgmSbnNkuutJjeRMbbS2M7QPfQRyVD1rTxIGCO3nc/decyc2d+QTCLA9asfHp1J7fRs6f6bYvFigLdk+U7JuzbYTgZ24bKlfxOKn3VzSdkg6vvUFDpecQttwOJAKlAtpODjgHPx+VNeg9F2/Vl9tMMN3pwP3dpUt9iRDkFO9QSrBQ6Ph/RqRXjpHeE6m1DarTpzX8pgrkiM+5Yn1ghCiUq3AZI4HpWtEyow0hYOTltfll/iGxZoC6sjax7h0VWzemd/szEa5KstylJloK1BtxLamylxYxnnPAzSOzouWjrq9cLTZ9TbC2vawloKbStSfdJ28HCjn54q+dQ9MNQ2JjTNkurk24SW7aHyq5RHYBWTLJWna/t3FKSRjnd6ZyAaxd1LNamXLR/TdjVz97jyvIUzGW642PLWUKSQhZIHCsEgH7KDJjRtAcNvqf7TWNxXIyXOh2f3O7RV7E2dhXI0D8Uv0r1xiNPt2zXkNdtle6kOhsgE9sqHdPx++r802855sK62yWH47wC23GlZBGe4I70LupOiPWa9213VD2g9UXFIZU9JlphPSg15YG4uOtIKBxk4JBABz2r70GvfWkagZ0b0rmNSHXgX5bUxpt6PBDasLdXvBCE8jJH1sgAE8VnPJY7S4L0Ix2TQieJ4Hfe2/A9vujE6r9YZ+n7v0nsEy5rFwa1Wzdmmlr5ZjtoUgq/qgqWAPjhXwoxND+IPzpKI9yd8xlZAGR7yR9vrQOaV6daZY1JJ1R1Itzet9VOKT7VNuSN0Zk/V8thj6qUJJwkkZG3gJ7VcxtESZDTI0pBYtNyaKA3GbUURHWwANgQMhtXqFAcng5zkZ+TihwpwTeLxENrw3bjmjLt1+0/KmC722WER1rKno3lZBkOKSA8k/sHBXuxwdxJ5BJpTxW+Fyy9YLY9rvRsdmNq6G1uWUABFybSPqrx/OADCVevY+mIR02vmpL1eZGiZMhdsusYhTjDjiQtWwpcLYwcKC0AkFJIUlW4ZSc1fWg9XuGQbVLWd49D8ayJInQOtp5Lfx8xsw0vGx+65OTLY9GfcjPsqQ4ysoWhQ5SoHBB++vDMEfAUTfjV6cxNI9Uk6gtcQtQdSse1kJaIbRIB2uJCuxJICsDsFCh7LI+FONfraHBc5uk0V0i0MCjp7p4JBJFmiYAOCfoE17SZCmiSmchSFEe9tJOOPvBxmtGj20v9PLFHcC9rllioVsVtVgsJHB9D86xKXWFICFXJtOBlKsOBPyJyfh6fGgNHNZcrqcF6cd95e9bgwrA8xnOMDnH2j8TSNwtApSTFx+zuRtOPlSx2UvzNgfeyk4Vujqwc9sHGKSy5YI/6aNkHs6McetXAKGSEiU24jlDLZSeMpdPbt6/KkclD4GEpeCcZ910H7uaUOvF9WxSYjjYOQUOcj54pvcQ4lWRDcPHdDwI7/MirjZU9ybpAfD5C1vlI9FoGP30CvUt3b1F1OM/+9pX9qqjzmkhP/OgH6mcdRNTq/8AFpX9oqrNNpvFFWhs10v/ABvuXP8AOJ/ImmCyaevurb9D03pu2SLjc7g8liLGYRuW6tRwAB/6wOaeNcK/xuuP+0T+RNSXw7a0u2iOo4uGnWSu8zYb8C3rCNym3nB7pSADkkgJ+xRzxmgSuIbYXoMdoIFomOn/AEX6QeHXT7EjxAabZumrrjFRO/V6n8i2MnduLigdoVtTynk7lYHYE2nYfGH0s6PWuNN0PZFWWFccPM2xC1vNLTv25cKiShZT72ASAOKC/r3N1aqc+9f9Tov71yS2gzEyQ4otJwpKVJH1TnJIODyT61UcybcHYrbM2W55aRlLefhxSJg8fzPP8J7xfB8rAuqs79IDZZMe33LUl6k2O3yY8RtDUBSHHXN0jc+5/VAaRjkZG4Y9apHql+kZv+sHJuntIMTGIy5Cm4ZZV9ItsEhByed2AD99ASt5Sgn6RZxxyqnq1XW22uK3KZbfTdGXg408lfu4HYEfbnt8qluHEDZ3UHJkApuyJ7pVqDWHUOBO0r1I1s/abJLRvMu7z1sIJCs4bwCXVE5Pw45NP3TfqRrPw4dTzpTSGs4tyt836KP7XJSuKouA7Csp4QSojk/Vzn40NsbXkXUctMnXQm3B5llxMdxt7aGl49zjtjdyalUbXOiLjIuF4u9uUqe7boDMYDCGvam9gfcdA+tuCFqB5JURkcmpkgDrsbHopZORW+46+i6G6b8TGt9R62vlhvukHr7puMhLVyQqChyM04AS6he7IWACB35IzjBp1geHboNdeo2merWgkydMPxpSZ7sFiOssqJ/zgVw0CScYOMY4xQRdSPEJqvrMxbIWkbBPhrQCzMTFlFz2t9QH0ikjCj7qcc5AHAxV69Luttp0d0ptom2mau4OZgXiOLoS4ttBAS6lBVubOAMKA2nO3vg1lSRSwNtu19FpsMOWdLt668l0UW040e+fmK+tvqTxTL021vYuoujI2orE/IdbQfKdD6MKScDHP7QwRz39DzmntaEZyDQgdQtKvaWOLT0XsvpKeRXwKQrgHGa0rThPBrTuKTVSuAUe6rDGgL2R/wBjc/Ka443F4ifJ5/nV/jXYjqs9jp3fVH0hO/lNcap72Z8g5/nV/jTWGLJVpHUwLemQcd66LeB2Wf7kG3PaUuubfm4roh4HZQT0iWD6S11fLbTR710LtVhENepADJOe5H41lMmo7kEMcccj8ays8+iZYywuSLRQm1W8JGD7Izn/AOQV7jrBIpM0pRtsDv8A9UZ/IK+sKJUMGvWALzN7KRW/csgJTnmrLtejtWSWGXI1imuIUgKG1rIIPY8fKq60tIZTdYokrbDZdSFlwZSBnnI+FXva7jZWnG24d/t2MADCVox/vUzDG1w3WVxDKlhIEYv4H/SjU7Qmsm3EPnTlxSAO4ZVVueFyMiy6ovmvbuXkJ0lZ5c5LZISVuFBbIKlYSMJWruRzj0zUN1feJUG3xVQL1uLrxT5kd9YIwP8AW+dWj0r1TMtPQbqDItvtTk4MLdW97THG84yral3udqjkqyDkUw2MFwYOqyMvMlbjOndXpX9qu+rrUu1+FDQhuLjhl601DKu93SmSVJkuvlxwKUQcH3A2cen21QOijqXVhkp0z0Ztd6NpWtyRcGY5UYrbad24hW7crCTgZ5IolfEFAver9AdM7a+7fZKY7UeYttq1pdbQDHbST9D6jJx2Hf4VQs/SUa1GDBs2odSaeRNirYnrTZ5jKXl7ikuL2knO0/AivQwROjb8T914eXKgybLhewHWgQP/AJPXpv71HtOXLpppJxFt1p0ii3x5GENrzPgKaBWpRJ8pB3n3gPeyRtGDjAFkWHXnSR/UqIPT7pVNts50uJaudt1FMZms7h7ww6janufTsO9D/aL3qGxu25q9TLvAYjXphx1yUt5KloUDwM90jbk/Mipt0r6i6I0z1Ofd6jx5qo6zKYQWmleYXHFHy3M5Hqc5q8cjLBOw+X+0XKwp3NcGEvIBPOwbPOq+NA9d1Pus/URyxxp0O9zeqLq8KagR7ncw7ClPh8KQlfJC0gDPbnHcV56Y+H3pbpbSkXql4rn5a4V1eS/ZtG2+YmEuQkrSS/IJKA22QrHdKiFA5HAMGuWrtHdRuvOl7c5eLxM0xAlIWtFzAUlKgordQrH7KkNhP35pt6yag1D1h1vc9d3C4xkwZjw9lbS6VmFFTwgLQnOCf4kk8ZNDmAnvq0bfyj8N18PbGx/ke4BzibNbkNAB70T9Nxsb7tuoPAd1EnONzumL/SSXZHMW+96a1BueC/2HVNkhbpSoJUC2FK+KgOaUzb5dvDVquNLvUewa9smtYUV2NrOBHSzIuiEFa3G5DifrycKXh0nzFqSnzA4SNofK0zbn0Fq33VaphwENuFJC1/0QQB++rf0GzeNYdKdW9I5a3Vvw4P8AKi3NPr2CO6xnzGwDyVkrAAHAy5xlVAjxxqsD639ef1Wjm5gEWkusGgdqIHehQoHfYC99yjGl6a03dosDWeh3RMsl2jiTGkpc8xKwVEE8pSUkEEEEAgg0pfcurZWFyXeSkbd3H7qpvwSdWL01oy6aWkXJLsZp1u4QIMtsOZS7uS84kYwlAdbUABjlQ+dEXdbzLlo9ulWqC4lAzkMbQf3EUtIOiUjHhPII/TsoknqBBsPUKxXB4RXptnaUhT4AKwlaknytwORjao4IwA6dpG5dE2nT8DUCI+udGSUupeSHHWRwcHvj5ign1tZXLhdDItrAQ86vASjjmrn6A9UJ+h2FWi7Oqktt+8sJ+qjnBwT3rKzMYubrj5helwOIRtd4c52P0T94r7DG1RoKy3aWpaX7XcTHDZT9YPIOSfs8ofvoX5GgI6mN6Wh29BRvdYbtZNadHNQTbFHQ/ISy3IDe0FSNjqVKUPgQjdz8M0IKL8ERfLcT6UhCSGV2XoXnkWm0WGmGfZtG2dhKc+Xa46AM47NJ4z6Un8n3CQzJSrBTj2kq+PIyr+PeldgcDmk7UvjCrcwee2PKT3pC+4kHH97H9kAOFP2/wqWLLlq91pccWlKmwJ6UhIPGFEc+hOST/wAq1OF5C/8ArTxBST77Of4jH7q9LSh4FfkjeT74Q/2IJ4pK+46lwD2eSARnKXARRQg3SSSXG1nKnoaiOTvZwcZ+2m1z2TaAlu3qWAPq+5x+6l8hxzIUpUrA/ZIBzTXKkoyU7lZCc5VG455qwVHJA8SlaUpQUp/qvlQ/cTQMdTuOoWpef/e0r+1VRxPEOr8z6EpR22tlJBoGupy//wAQNSn1/W0r+1NWCaw+qGfW6gdXXHH+cT+RNR+3yLhFukeRaXHkTUOpLBZyV788AAdznjHrT5rVWdV3H/aJ/IKsfwd6aj37rzZ7pOYYeh6Yafvz7bxOCWE/RkY7qS6tpQ/1aWkNAlekhHlHuRpP+G3pd076Is9U/ElFiXHWEKB7RLjRD5cdLqyfKaUlOA88NwClnjPA91IJ5r6tvKL7fJVxbYSy284oobRwlCc8JSPQAelE94quvd26kuDTIkK9gYdLjnvZ8xfpn7B+JoVZcXaolPNCiBDLPVXP7m5TcRzxXtBrFJwcGvieD2qwREpbVjil0Z8IBBQDkcE545pubPwpU0rFXBVXBSq13oRZTbsRssDyvLWEKOFH4/h+6rV0Lr11l2NGvaHJcVhwbD5nvIBPvAbgRg+v7/lVHRnMKFTHTkj6VvKiATgmlciMOG6YxZDG/ZdaPCV1Gavdrh2K0RI4ZiJdS/E3n3kL98bBuyFJ298EEAjIJAF5ruzqlq2IOM8UCngVujUXX0CMXlJcfBT52dwWg8bSPQle3k9hmjdbuMUuEZFYIboJatXKIcQ6uiUOXlxr64Iry3fmnFAEimq+zY4YKkEZxUOh3Y+1FO44zVXFDZGHC1J+rE5pfTa/EK/yF38prjdMe/v2Rz/Oq/Gus3U64pV01v3v/wCROev9WuRUp8mY/wA/zivxrQwBepLZXkACVF0Uf/gouTcfpOtK1gH2tVc8/OBou/DDqp21dP3WErwPPJxmi5zf8fxU4ZDnkHsi01Bdo7reCsA5FZVHXjX7pSffPf41lZgY47rTGkbII45SbXB+URn8grylQScg02x5pTb4ac9ozX5BXpuZk4r1gC8hYT3GlFtxK0nBSQRT/Fu77yhlacn4JAqGJk+oNOECbscSc4ojfRBeAean8R19ZRlaiM5xmrg6fTHnOn/UOyi0W+aiRp6RIcMyWqPtDQyEghxHBzzjJyE9gTmlbXcG1IBJFTXTmt29OolPqgmcxIiSIkmKFY9oZcbKFIPpznP2gU1jO0vBKw+MwumxnNZ+Vup1rNT966H6cu+mLZDamwrQ5G/vWZJc95oe+gA7kryADu3DHorvQ46811qTRT8aHp/UN2YiT7eHAI85wpS8oYJyVHgHJorfDBa4V56TvWK+B5qVFlym4TK3ikshbCC2VbSO+7PwPNDz1Wg6vsFzc09qu7NSbNbpXl+WlKAhSkYC1AAAj3VHmvV3rioE2vlPDy2HNLHhrmWdrO/YcjuOY36ndVhpbqlrnUTVqjXa+ypCDqOG2tTjhKloUjCmyf6PHb4kmvd86n9R7bqKYIl7cjNNTFtiO+0XmUo8xSQSHSoDgA8D14xW6yXbpFGt1jmQr7JjPxp8SXIZMFZR5zY98byfs/d86YBOu911NMFjuBctN2nvuuxkgLSRuUpKihYIzg5HHxpMlxY0a7JPQ2vXRwwOyZJBjaGAHZ7dI579CDsNvuFOel0WVqPUnUC5Xudbpr69H3N5lxhxpOXm2EqSUITgg43dgOM1FWbe/Dsk1OxTclqWhEhJc249xQaAT+1n6Y5Gfqj5Gm/S2spPT3XrNzkR25URSXI8hpLCGy7GcbU08jCccltasfAgH0qT6ggnSM5U7T1wbvVlns5iyJKFKTIjlIUEqz7yFJyORjac+m4GWaXs67E38eqjIjfBMGiqeG6egOn/AM+lDeqHyBVfNic5OQWgvcFjGO+c+lXp0DRdpXXeyusRzLcTCkqfQtw4UTbXFLLhx7v0gTuJGQo9ieDVzutUoccj2zR7DDxOWlKe9oI477fLBV2zye/oRxVxdOZbvQrSOoup2sllOpbta3IlnhuJ3uJckYPmOKz7quEkgjOCPiRVYWAHymwNz0GyrxWaQxaXsAc8FjRYJJdXa+SUeBYwH9e6oTNeQli32tz2YOvFCce1J2jP/mOB8TRtJblX+yyY8CPlSsOJbCwMoSR2yfjQL+C+0XGTqC+T4c1EJlu2IjSSsjDxdd3gc/1QP3UcMGwiZaG48aSgJkRgvdu4JSoFWM/JJpWgWNKFxKQNzJA30+dD7qL6lhK0zEeutwwhphCnXHdhOxpKdy1duMfH7fnQm6t64dRdSX8ztHfrOwWppCgzGYKkqeTkgrfI4Uo4+r9VIOBnlRJrqnbZkzptev5NXl2POgxFvrIfS1lhCw48FEKyfo0LG31Jx61W/Q7rpp+1WSRbr7py3XJzzitEiXhb20nCU+8kk/vp3Cxo5/1GiFhcR4jlcOjORHH4l11qkx9EerfVS4T7rZrvqO8Khy4JbfQ6tS2wnICUgLz5YI3jCNuR3zip1cShDIHrTterxEvFycfiW9EFC1FRZQfdTnkADAxxio9dFpQrCl8CsHiPhjIc2PkNuVL6H/xp+RNw6OfIbpc4XV3QPIX7t0Z+mVEaQs5Sncf1bHwPj9EnitS3lOhSZFrwk5BBWg54+37q96aUk6NtClbdv6sjn3u2PKT3pBIZiuKdW2zE3LQUEhZTk8HBwPt579qymC05KaK9yPZ1nc7aFkgk5IQefj3pDJRbUtFKoa0JPGENqzz/AKtbChSVIR5CNqfe3CUrg5Pz5HA/fSR4hY5bUgk/syc/8aKAgk90hkfqkJzufbAG7BK04Gccj7aRuS7e0gpRLSR395zP40rfU+nOESMZxwtJzk9//XpTZJMlSD9LKSSM8oScfKrgIZdp6JDLlx3OG3m1E9gFDmgU6nr/AMf9R+n+FZP9oqjfe910Fzeo87dzASQftoGOp7g/uh6mTntdpX9oqrVSdw3F1obdZHOq7jn/ADg/KKIrwm/qTR/TLXWt5dzhLvF3LVogw/dU+0ynKnHic5SlRUE4IGSjOT6DlrE/40XA8/8ASD8oqfeHa/MOagf0NMgpkG8/9RUkAOok5ACU8ZUFAjjPG3IHc0nMCQQF6XHqm36L7r+KyrzLghCgc+98PjVavOtrSQc5q2up8F60okxZCShaVlKkn0+VV5oq1Wq5anhM3th+TA8zLzLLnlrd4O1AVg7cqwM4OAaq00yyryNuSgo0tsLUeK1qZIPANS/qFp+3WC5wrlpxqW3Z7ywqRGYmcux1pWpt1lSsDdscQpIVjkDNRoOBSsLH3VzSHCwucCw0UnQkj0pQjj1r6tsE5QK+pQR3FXCi7W9okHNTDR5jSJaGZC9uSAD/AOv+dQ5s84p1tj7jD6HGlEEHioe3UKXMdpda6QeDHT9qgaxtb7amJD7qwlI89KVIHcgDO7cCc+gUAfUEUWFqYRLVlt3Jz8aBzwRardkajiS7u40I9rZdmuqQgFzy2AHFbgRyMdjkdjj4El+lHUMzJyWJjgGe3NeemboeVtF+torsrLu9mlKWEAkpUa8xNF4T5pT7xqTOTY8pTa04OacUvtstAnGKHQKCZnNFKm+sFnfidOb9tzxDc/CuQ0p0iY+P9Ir8a7UdZVxXemeoVEDPsLv5TXE6a5idI/2q/wAa0sBtaktkvLw0n1W/zRRNeH5TjuiXW2gSfOPahZ831zRj+DaBHudmW3Ixt871o2aKjtdhH/J8E4Xe3XUI3llYBPwrKKi86BszttSoMozx6VlZrX0Foaw7dck2nCYcbntHa/IK9Nu7Tk0maXiLGH+gb/IK+FwgV6deXTmmTnGDSqPIOc5phQ+QqpLZpEUxQXS3kf0k5zRGhAkfQtOsG5qRgbjUmtkvzcAq78VEJcmMotiOGuPVAA/Cna1vqCPWijY0lX+dtq9/DD1Cttn6nam0ZeXm2kyY0dbCW3kqwppKUgBRGMbeeO1QbxJXO33Bm+zmnX3Wze3Y6VuN+8WXEKBVwdpIKBwD6elRnTijbuo9judnfuEKVKQqM84pe5gE8BYKQFJGCAR7x9c+lOWtbdeLvbprd8uFrW2/di+yuGn6Ly0hW7b5yUr53ftE8+nNeoxS6THJ6kL5LnwRYfF4y2g1paet3u09+gVHo03Aj2KMzHuqJITKU8QWlJJQQnA9Rn3TS+UbPGTEVCkRfOkqWVttNqSUAJ7A8etW5dUQJNohyrrqNC4r7Kf73cSNrwS7tGRjJ5TjcQe/y5p1VoiuXu3wmFLcbadS2pYIBAUDuA4+OcHH3UGWAQVprevzmV6LA4meJBzpiRpLr7ddr0jka5BNbjE3UVsZgR465E1c1lNvISQTvUptaCrsPeDWM9sn4066F6h6l6cPToLcSLcbW82tiVEltFyOponBUgkZRnnBHr6CpZ0u6ealvGqUWbS0uKJqSgRlPvFKNyy4oJykZ3+76YPw+TN1QsTth1C5pSPKDT1ljJgXENApZMpt1baijuVFRWClR/zhPuj3QIxSRsE24P3TwzcfKndw8gOYd+u1/bpVb2SpLH8ScO2TUTNLdMLPbZLcVbLfuecgKIxv95JVnGf31WGrOoN/1fcPar5KMklwqaioH0YUfl8yeSeTio75C5jymAUIdQpW1BUAMD0yTxwKWQ7bLSWpMdlaVJKVtutKJKCOUqzn3fQ5+34EUrJlTzDSTstPH4Pw7h7/ABY2AO7kknfsSTz9F0R8LOmrt016ftNXGx2pEu+OfrKZ5slpTjZUlOxBTu3AgZO0jIJUKujSutbdOW5YY0dtuVaXlJZazwtleVIUSfmTn0GMZobui+v7jq/ppDudytENy5R3DDlz21LQpTjeO6ArZkp2kkJGSSe9Q7rh1nv3SvWGnZtktrLipsVxyQp1Sh7Q1vA8sEYKSClRCiSMqPummHlgZq6LxseHPkZTmc32f7rYbbbfBEo+5/J7XDiPopdplObxkbkFpZOUqz3xyKpbrN0JsvQyXO6ntR5MzSkx4PxDGQFexurWSGHBnhAJ91XYgYPI5sXSN5tXUnREDXlufCIYQl0hTg8xWSNzXu595KyArnCfe7nAN49KhA13arhpLV9tjyok+EW5MN5pDjS21HclJQsEY+rgEdsGlZMl2LUzN65rQxcAZ2rCmsA9jR25j/SEbTlxud0tlsu75cK7pCZne8PRwZH3YpzucSU4jcc9qIXrX08sGj79YZMC0swYUi3pjBLQCWkqaOAhKBwkBG3gACq+v8e0IiFSCjOKxnTeM7xO693BCMaNsLeTQB8giX0onbomyBXpao2eM/zKfSkzuMqUZDhTydpjf/anDTKArSdnCVYBt0cAj0+iTXpyCoAD2t8kHJPu8/I8Uu11FJSNJKYZbvlI955oFJUFFcdWNvp2pskLiBxSEGIFpAJy2odxjP8AGpP7Mtrlcp10ZPCwn/gBSV9IGTgfuooeELwyfz+1GXor52bWI5Qr6xCiOPl91NUiLJ2kLhs5AyNrqu9SiRjnimmZ6/OrhygxAqKuxXEOl1xpTfrw8VAn7KBjqYkHqLqXPrdZR/8AqKo8rgTg0CPUlOeoepSf/wB0k/2hq4NpjFaGkgIZ9Y8apuA/0g/KKu3wjaLfs8669fbu0+3B0iw6i1pCBtmTnW1Nnk87W0rKiQPrbeeDVJ6241ZcR/pE/kFXf0q6ytXnTsPpXFgiEP1M/D8hpsbJDyPpS/lIxuKUOFRUM5IwTzSc19F6bHrSL7KGdQNSu6mlyZEhWVPOqdJ+01GrQ1+rrfMuSMlxpsrTj4+lKrpFdbfdQsHKVEGnXQb9hYvsJOqQTakObpSQjd5iQCQkj1CiAD8iaqRTKCIPM+yknUfUcy+2XQlsu8RhNxiWwvPvMgAPIkPLebJAHCti07vnmovcbahJLiUYwKdtWXJ7WHUC46g8sIRIfLoQhG1KB6JSPQAYArfOaQtO0j0H76qwaQArSHVZUVaYUe/AHxr6Y6kk4INLnEkLKcevpWhadvOf30cBKaitLacd05pwhsKU4kDOSRxSRreVDanPyqXdPNJ3LWerrbp6NlPtb2HVpG7y2UgqcXgf0UJUr7q52wsqQSTSKronFXoTpe/dEbzO1WPIjq2lPlwULPmrB9fMWkN/INOA/WBqwNJahft0puS2ojBz3pqmS7SWY9utkcNQYjSI0ZBIJS2gYTkgDJwMk4BJJJ5NTzp109iai2LW9tCj2BrAlIfZIWuywaCuDRPUQXBbDbqiOwOatN+5NuxAQ56Z71Xlq6PR7UwH4zqyoDPenZqLOjFDDjhUntQAKVnFr+RTb1fnLHTLUGF8exOevyNcbpjmZj/+0V+NdhusMNwdL7+tJxiC5n91ccZi/wC/Hwf84r8a1OHjZyTyiKbS9FfPejJ8IE4QdJPSTxiQeaC/f86P7wS6Mg6h6UvPvg71SlDIoudtF8V2E4CSz2Vz3TqWwi3JaW8AQR61lMereiktYKoM1wAnseaysxrGkc1pCRvRczmv+rR+f5hr8gry44BXxtR9kj8fzDf5BWhwk9q9MvLE7L4p3BpTGlvhOxKiEmtcK2T7gsphw33yCOGmyo8nA7UvftM+1SVQrlBfiSG8b2n2y2tORkZScEZBB++rg0hEApXDfPANS2zvFYSgcknAHxqGMBW8VK7A4hnzJboCkRmy6QVAcjhPfv7xGR8M1Zu6FLsEr1LrVOlL5Ghrhy0yre8W17ygFJA5GCM8Kz6805S7zKl6XgJ/lHHhz3kqlBaCks7VEd8D64APp6mqzv8Arm2ytQe1XazLfjsJ3p8uSptzf2BK+c//AHp8lS9MMWexSrQ4tsuOvFSFOeYOPeSFlQyACeTxx91ehxJtIIvkOXXovBcR4a10jJPDILiTdAg7ONHc18t7XjqJPuyZ9ojTJjMmP7J7REeabUgLj+0L+IG4hSVe8BzW/Xdtt2nFW65W2LLKZcZExbzjwKFrVkjaRyPqqNbn9Uw52sG7nqZ6L+s7MliJEYiJakxX8rWoqWfMKfUqKRlOfdISamPUWVZAuHaNW2dEXzmIilNx9qFMvbSrhCOAlSHQoEZHBBowaJdRB/pBEkmKYI/DJABvT1sg7VQNDe+V+qcfDlZLte7XqW/29q4+0MQPMbMd4NOoMeO4tx9KhyFDe2kc/wA6r1wRp6o9KLzap921jedJvxIkkiTGK3Sssxg7ILCCpJKf+hQwEnODsHrU76VRrDZoUZ56LJMeBBlahLTBWnzmWgoiK6tQ2q3tN8qTgDckEEg0u6363uk/TjmgLGJ8yHZXv5PqlezgNOx0soiZ3J3DJfZlKTuIOCkjPIDwjY2JrHbkA/n8Lz3t08nEHyw+VpIHPoK7H0F9/ggxvsWNGuD4jlJbeeKkjPvNpUcpJP3illnKzFQpagpSUlOUnIxk/wDKkmo4kYaimx0y/NYYIaS7gYXtG0ngkY445+FfLNJMPdb3v2SS3n1T/wCvxrzt6ZDa+oOaX4raNmgfoiS8PFxtxst1sanJAWw/7UPKWNyN6EjcAe/vJI+8VBvFBF1bcbzG1nKS6uwBtMCEs8+S4juhQHCCrJV8DzjtUH09qa66VvbF/sr4RIYVnCxuQtPqlSTwUn4UTFguOmOu+i5VlfQlp5TaUTIgVhbK/wBlafinPIP2iryv8SPR2WRjw+w5ftPNruf0/PomPwf6olPWPVOi5dwJiRWo78FkHC0rddQtzn+hhBBGBy5nIOKNrp/ZNS2PQ028WG3o82c3IQt8u+WIzKGVkODAJJyOAPWgf6N9Mrp0b64wLTeXFyrdquzyBAmtNny1uNFLrjSv6LiA2oKRyQFNq5StJNvveOXWjrV20fo/Stij6eQl23NTJBddlOD3kFxIyhKMpwdqkHGe5rMyXPcNAW5jY0YmM7eRrf8APW1Dnuo+rbi3FGotSz7quGjy2nJbu9YTnPfAr65riVKSGS4pRPAGe5qBuzUlG4mra8M3SO5dUNZMXqbCX/JizPhc19XuoedA3JYTx7xPulQHZJ5IJTkTqAsp+w0I6tHpdToyxJeQpDgtkULSoYKT5Scgj0NaJOptNtpUXNQ2xO3vmY2Mfxqm/Ed4h7Npu2v6F0hcWpl5mJLMp+M8CmCjOFJ3JP8A0hwRt9PX0obrukK08p9QyS1kn48UqyMnc9UFkWsWUZN36xdMLSstztb2ttXwD2/8uaZHuvHSFfCdeW0/ev8A/rXPxuUlSsbqWsFpzjNMeCAo8EHqjnf639Jz21zbT96v+VMd0669K2ElQ1bFe/qtJUo/hQcuMIrR5CFGp0Bd7OO6J6f4jOmKVFPts5XzTEURQuayuMS+auvN4gFRjTZzz7JUnaShSyRkenBr1JhJ2bgKbFNlLgTU8uSIyIR7hD7rvjV1y/2ifyJpb0c1BK091KscmI00sy5Kbe4XAPdafPlLIJ7HapXPwzSPX3/6vuX+0T+RNRhDrjLqXWVqQtB3JUk4II9RSz+a2Yv0D3K79cWldvucpl5G1xDikkfYahDjimlY+FS3+UQ1RpG2XmU8HJqGvY5Z2kZdawkEk/WUpvy1k+pUahk95JXwaqApe6inazhLi1rABPrXmevyycjtWaUSVuO55SE1l7SG1KqtealYOtlphkyAVE4rU0A+oBRNaX15NeG3ghwEqxRQhAKYWjSMuapt9DKywFpC3AnITk+tFbF6IM9KVaj1OuKrbGgwIUJztlcpIWp1J+SUEf8AmNUp0S6rdLdGGWxr1m7zY0uMpotwo6F7Vn6p99aex54oltYeKvoT1e6bWPRqbrf7JcrU40l5arQH/akJTsQdqHCfdHxV68ZpWbxXO0tGyPGI2M1OO6gEa7vAgFZxVl6A6lXDTLqHE/SNg9s0xW3oxc9W2ybeemtxm39qA15i4z1jmQ5LpAKlhtJQps4SM4LiVK7JSpRAMfs8K8FAUIbm347aWkjaRRV4nuvZGPpTr7EvDSYrrRQvGOak8fU0e4KS4D3NCloySuLMR7Q2Qr91W5Av6o4SnOBSTmUdk41oItTzq/dGVdLtRJChzBc/Ka41TF/34+fi4r8a6v8AUme5K6ZX5QX9aC4f92uTMtX99Pf7RX40/wAPGzkrlt06V9K6O/wTa7i6e6dvRZMgIxKUSCflQFb6KDw2WKdeNHSPZVLGJGCB9lHzWgxbquFvLXPZG3N6xWFSShUpC/sOayqXt+iXYkcuPpUVng5rKyhoHVangeiFnTnh46p6hs8S6o0+i2QXI0dTUi7SmoKHtwCRsLyk7veBHHrVmXbwM9fdC/qm+I0tatQPPKD3sLEtt0NYwQXQsbFpzxjJB7HIqDde9R+KyBIh3rqYi5NtxW4gZmP+zBxp1LKVFCFo98YUpRwk4BzUcsPic642ZD0yB1SvgBRtcSqSXk4I5B35xXqfCddBeGbleLEHDkex5ehrqiotviO6jaD0ncLT1A1QbVJtiWGVWlhqJGGC59I2h9lB8tAaABIBAUsJ2lO4iier3UbQmvXbNc9Myr5EnXIpi3WO6625FfaQrcja42ho5Qo+8lScZKSDxVAXO9XLU0iZdr7eFuF0l11Kle88ojjH34HwwKboOpJVjdQ7FjxnsJLaUvoK0p3YBIGRg9qPHpjcHV+e5DfBLM0hrt+39o7G77D6fdK514THZYkQ4Cg2tkDf5pG1B3jknKgfjQu6g1v1Buel1v3jXGqpzkic4whpy7PuR0NICQohKlE++pfyGE+ueEmqesV/1Vp6DaZzkZC2pjSgiK35aUJQn1GTnn8K89O9f29+4z29T2Q3KNtOViSWi24c4X8FE4xzwkDjmnhK1z9F1awGcOlgiMrmA0d7PMDlz9ftXVfJ9x0tJQmXqNjUN6vuxqHES86h1pZQgJbaBWFq2JwOAPXAAq8NJeBbrJedDwtQ68vundDQpmXocG4ynmnHUlIO7Y2FhBwe20EZAxTrprrz0N0bdbFeIPRxq83oqbcbflrbCYzuUpSWkpynJICiojOaKjUPVLwndb5DA6o6uu0CWhgQkRnlusMRncnc624kBIPPc/ChZDnRuocvQI2E4yRXRBJ/9O2FdugA/ChRf8DGv7ZbmLrpm4aY1dJacyhm1SwqWhZUAlYQ4hHm45KgtJASeCMkipNY9Ldc6R1QYOvId5g+aWmWXrmy4y4lKkhKCvf2SkDHGQAng4waOPXds8NXQ++6MvVj6+31EW9PnyWEOJuUdxpKsLdcXjKEggp93Jye3FaupEPpd1W9mj6D64aXvt1aU25HYvbioyW1p+upD7jYSkKGcpPHwq0GUCQH7DvRHzUZONNGHPj3d2sH5dR/+3ZVZOy4Fp8vSVmtAW3Pspcmz40lbiEW9EbypmErJCdpSsD6oG4EhQGKoybLtX6ru8tm+S0T7lCgv7USVlMiSpDan3FE53LDgkFWcbSOMdwX+qOi3WGBa3kaT6UQL5Fl21Udi6WeS0+yhLrLrUgBQVnCnHEvAD1SR64oWesmgU6AlXWFcrbfLbGceZVH9uhqaSpRYLmxBIGQhx1SVEd9g+JrbdkwyeZrgfl8l4zE4flYsmmZjm3pPWiQRvv15behVC68kvXa/Sp6EpdUpSUlxtAHm4QNyjgDOcE7u5700NM3e2JYuT1uIUGy9GW/HC0lIcKNxCgQpPmJKeRjII9cVO+l2krbq28Oqv7RMKNtSSh0tkqUtIOPlsC/vIq15vTzQUy+XC4tw7o1GeUhCLc9MK2UJCw4tO4H6RtTm1WDjCgfXmvPTOLnGQdV9Lxg2Jjccb0K+CHSBPakny92FAZIVwfnUq0ZrC56G1BE1Dajl2Mr3kFRCXmz9ZtWPQ/wODU61v0StF4Dt30tFUxLCVrcitubUue7+xngHjOOxzVUSrbcLI83bropCnVMofbUhWQttQylQ/Dnniqxyl2xU5GK39Q+SP7p3qTp71UhWLU063yJLFuuDNxZjqc8solNhQyop5GxSjjB5I9UnCor4lr7YrjrV3TNv0Dp6zTbW+45Nudvt6Yr9wcd9/zHQjAXuCgvcrcr3vrd81F4R5l4c1Bc7JHSpcN5yOsjP1Fq3A4H9YJ/3RUm6tanZ1T1Lv8AfIhbVGclllhaCSlxlpIabXzz7yW0q++gy1qBCjAjdEHsvawkNkj6MYbck6o/XMlbavooUENtJfTjsp9RUWsHnhpecY4zkT/VPiP1tcrHG0ZoCHH0NpeC2GY8C0uK8/b7pPmSThaiVhSiU7SrzFbyvJNVOl3eOTSyE2h51LefrGhEA7lP6QeaRsB5L6Bz3FXE9BVK0t5aUZJZx/Ct+htFaSZS3cNQuNkA5wtWAKuSLfOlDURMb2mFgJxjIob3ctlLSG2hRj6Ak+Q5J98pAznFNXsyYylJOcpOKKq7Xfpp7OqPFfiAKGMAgVHrN066f6kmhph1pwrOcJVU+J3XBoq+SHB6WtPAGaTpmOb8lNFxqLod09sFtVLlMtpCU5KlKqk77bunsd1Qius4BxwqrMeHDZU572q4fmuFv6tNftJW+lJHerPXaNKLi+akpxjIINQ+e3p5uYEx1jIz2NSN1JFDmhl1+n/HC5jH86n8iaia/rGpn1CSk60uuz6vmpx/8iahrn1z9tLyCitSA+Qe4J+tmqVQdP8A6iEfn2tckOg996EJII+WwfvNT/pV0L6q9bYk649P7HHnsW51DMlTk1pjatQJAw4oE8A9qqAd66G/oyQTo3Wp9P1jF/s1UrPK6JmpqLoBO6Ge99MNedJdSI05ruzG3y3WA62A4lxC0HIylaSUqGQRwe4NRXUI4U4RXQ3xo9PFai0AxrSE2gy9Ou5d90blx3SlPfGTtXtIHbClGudGrpqVSk25g8pALvyJ9KtjP9oaHdUJ3kFFRpYUvKuyR60nHvEhIJp8TaXpAbYDTi887EJJUo/d6U+Wvp3e7ksMCySVKUkFCA+02D+885p/wHdEt7VG3mVDY77TK/pgNo77QM1NNMa9s2nnmHxpT9aqaOS3Lku+Wr5bUFPBpyOmrnpiQRP6VTHFjkL85W0j4+6CKkNt6muaZdbeR0ZQC3z9OVqScd/2K7SWhVMglPL6j/SsHpZ4pdF6J1JHv0foFGiTUPBxD8CQoKa+rnYlxC8HKc9+M8UXelNV9Our+k19QdKWGTZFGR5Fwt0lvAafKSoqbV2KDg/DB9ACABK0z42mdNyY67l0RtLiWSN3vYJGc495FX3ofx7eHHU8N6waj0Q9otc4gvPsNhTJWOyiUcj7cGszLgMg2G60MScwus8luvIhR7qFx8JCT6Utl31LbSFJcyMYqVx7BoDWEf8AWuitY2m/RlI80GHKStxKD6rb+sn07iviunaHm8IbyBWaXAGnLVA1DU07FN+or03J6W3oFWT7C4P92uX0tWZT2P8AOK/GunOvtOyLZ0+vjaDhIhuHH3Vy/lLIkug/01fjT3DgKcR3SnET+hYTRseCdbX8j5Xm4x7Ue/2UESlgDvRheERySNCTFRwc+1EcfZRc9uqGlThztM4PoUTN6nRUqUhpQ79hWVEXva9+XEn7TWVkNjoLZdJZVQQOpXS/Uz+j9J3e7We+TWYbMa53HUTq3GITQZYUHIhkobabBShQy42V5O3kAKNnS+mHgm1MhDsy/wChGRKa3IVB1E1DU6RyoLS04MfMuJKyc7ceoPI0k/IhKvEpKkQmY0NbxSsKyBHQQkpHIJ5xUXaMlTxXAtrqcrCWErO7uRyVYHrXvXvrm3mvjTeHsyaMUzhpA5EDc+or8HPua0fw0eHXqK1OOhLIoRkSRDiOWa7vSp7qydodW04tYYZ3A4U62kYIJ28bopbvB/oK6anuNr01c9TRoVo3MiVcp0aJJmyE4Cy2lbKUoRlWAFqyRkjdhWB4f0vEasbM1mQ6+/LlpadLJJCSlDqlBI7ntj7qis9nUTUZMdyBLaiIwt17yVAcn4mrOeyPd0YUQYGTM0xw5jq66tz8LPfaiCjJgeADT1vhOXvU96v1tis7lJLM+HI3ADJUpxLZaaRgnKlqGOTg4Ne9SeA7px0/0+7dNUdc2LHbll1xtMuI0+4+oISVJbKXEeYr3RtShJURg4BVtAbreuclli0Q0KU5OfQghTpTg5AA7gfvqRSndY6VblR5abbZvZ0MvIkZ3SE7t21TSkkryVJ7pIx3PFUL2O5Nr3D6K7MHMgfb8ovJ5NJHer2s8zsAPurJ6ZdGb3qXXtptRututeVOLt0ae6liZIZQFKbdWykrLSScfWPyG41bU/ox4hdFvtG69JJF1gqeQ0ZlumMzGjuON6kg70pyeVKSAByaDKDOUu4tPzESJSFqDslYf8l1zB77wDg5PfBJos+gnW3o1puHMa6o9QeobkRMZSo+no8h829TmDhvel3evPu/WCE57jFBc/V5gaHzP8LUONJH5XDU6umw/wBn13/pQnxGaC1pO11P1MZFmj2azJRZ7dEcukdtbLbA2lsElLa3CoKcLaVFxIWNyU1IelXh36gX3TKde9QL/Zun+izkNXvUExLYk4OFCKynLkhXBxtG1WOFV6dXofow6nqvrxmRqTVd1BkaT0reClSLZBUSWX5qE+6lABJQwkJC+CQE5BqbqpqzrL1OfPUrqA/cJcWQvY1JfUEtMo9G2WsjYgDGAkAfjVZJADUavi40r2D2gj02r4ete6yi16e+Jboz4cLk5J6Z37X+v5gQtmRImTP1RaHSAQhxEVIU64BuPDpTjvgHtIT+kf6ja4uEaw2zROnLlNfdCI8BmzPzX5SjwGwlTqjz8iPtqs/B50f1T1Yhpmaa0lpzT+lmVBq4akvFuau0+WtPJbYakBTKMk9w2MDuo8Z6BdK+jHSLoo0+rQGkYkGdLKjKuS20qlyCo5UCsAbEk/zaAlAwMJpGaSJh3FlPMa/kHUOyb+m/Q7QOu9GKvXWDw46N0lqK6bnJLFrCQ6sqHLjhQAWnPkHFkf0geKYdVeAfpFeELd0ZfLzpqR5YQ0jzfbYwVkkqUlw+YTg44cA4HHfN2qvCSOF/xrUnUzbKwC4O/wAaQMkgNtKcDowKcgM6q+GDqh0djqu0yKzfLKFL/wAI2tK3EsoGSFPoKQprI9TlIPG48ZEvqVooai1Oq/2aVBil9se0NOrWlIc7EoSlJABABI4Gc8V3OTMh3CAHkoQ7HkILbzSwFJ5GCkg9wfnXOfxqeFpnpw+vqd0/Z2aanPhEuCn/ACB9WcbP9ErnH9E8dsUxjZOp2l3NTPGNNt5KgujV8tHSfT94W/JMi/TWnPZXoWUpZdKdjZLh2qGwFbgwk5VhPAO4Rd6claztNM7ntGcJBp905pmXdHApaTin3V+opONtHS0LT7ctHc0vslwWuYlRPCOa33nTfsCttI2GRBaU564zXNIPJWe1zTunvUerH3SiE28oJHcA0zsz3VrGHVc/OmBt1+dceASCas3SvTuXdQh5LKlA49KrI8R81eCJ024UbdekFGQpf25q5vDdbX5N4cuC1rKWuBk8Vqa6MzpbXlIjqSSO5FXH0n6cO6MtDoeH0i+SaAZWuapmi8LqoH4ldbOMRG7MzIIK/rAH0oYZzu9JO45+2r86waAvuq9SKkMZ8tPaoP8A3D76pOVFX7qNGWtCGWkilHrK4uTZFJySQKhr+9u6lJJGCauyx9LrnaoTrUhJPB9KrjVGmnoF3UooIGDVg4ElQ5poIdtaKK9U3BRPdwflFRJ8YWfnVi3bRmqtR6rntWSwzZhLowptk7TwPXtTi54buoyUtO3AWqAhwZy/PQNvPqO9BfE9/wCkLQjyYomDW4DYKph3roh+jKbKND6wdP1V3KOP3NqoTLh0Hgafb9ovWv7bIATks25pbjoVn+sEpx35z8KV2XqHqnQFrd0/oLUFys0B13z3DFlKQ46vGAVKTjPFBm4fLMyjso/7GG6j8y6g9ZdT6ZsfTjUTd9mJKpdrlssxGlgyJS1NFIbaRgkqypPOCBnJwATXMHSXRXWWp7oZFzdgWxT581PtsptC3CoknCQeO3Y4xxUei9S9VW6+G/KuLkyYpe91yYS8XT67io5P41bNp6wdOtaxmIuq9NN2i4tciXCJCFqJJJI9O/p2xiiYOLHiirspbLmyHi2ih9fz4J7s/R3W2inPa5uiUyoQ932pLzL7as/1klSc5q19O+zwUxmp2hLUhadrja/JDhCAk7hlPf3TkbfUc4qG6J1Q1p24Nx7HqtXsXISQ+QkhXqU5x91WE31LtEA+e7b4k95o7g8lpAUfhkcYIz3x6fOn5HuqqWXHHvqKu7S+loN3tzT7u9cZxOfZ1w0pCCSMHkb8DHoTwBUl/ua6RRFV7fbUPNEbSHghSTnvwSf+FUC31m1Hd0IjW1AiLKSlTpA3FWMZz6D9/cVC9VaG6463bcVE6kXJllw7vLDqkpA9ORjNZ743E2TS0YyB0RF33QHh+feLV7iafjlAwfMUhJHOcYVzyQBxTdH6CdArmEPwYelXVLGQlSGloOQPRRVj17UDeofDb1tacW8L1JlnJUVGQvngZPJ+YH3VH0dMfETpp5a4AvAUghRLLyjkj170MxOrZyZaWrpvpDpToXRj5ftvTnTkUOAtiVbre228hOMFQdSOMdyTx6YqSXuzG025Vxs75nMJ3FbQR9M2kfIfXxxkjH2d8cztP9bPFroFaVJkXaQ0CCUS2VOpVj59x9xq8Omvj7ebfYtHWbREq2jeB+sbchaQ3znJQecfEfLnNKTYZfud03Fkui/SdlanUjWcGZom/NNOAlURwc/ZXLmUrdKeI/pq/GuwT+hujfXqx/rqx3klqcyULkW11LXmhRz9Ijaff75OAfjmhq6tfo5rREtEu4dM7/PRcGELcbjXFxDiJKhzt3pSny+AcHB5IzjBNTiNbBbSi5OSJy3bkgKWr50e/ga0U/eOl8u4okkF2apKEBPwHqaA68Wq6WG6SrHe4L0KfBdUxIjvJ2rbWk4IIo7/AAMdToOlOl0yDLZWvy5qlEpHoRVs0ExeXur4p0vsdlet50VcoOStxCj9lZVfdUfEraWXvZo7LjaeCVE896yk2Y8jm3SaOS1uznbrnPfL5IMqOguOJZESOkoSogKIZQASPlSJFzvAipBkOLYSSOT2BOTirSa6GTrq9HfhPPFSozABIB/mkj4fKnGX4YNUNFu4SJmQjBS2Wu/y716o409krwUfGeGRsawuHLtf571W0W9ORdPQWm7iGHUTCvCXtq0crye+RwcffThI6karu2nmrTetQS5kRyQ2hxC1BQCEnPHz4HNSx/w+64uLqlGDHeThIBLeClIJOAfv/hUj0P4MesvUGc3a7HaWGYqVDzpkglDLII+sSBycZwByfhUvEsYs7ABUjy+G5D9IcC8m+VkddtrVT3GRaJN9QqzJTFjxhvSp9ZUAsZ95RwT6fCvOsbtJukaGh+a3JDa/LUWU4by222BjIBONyhV/dUPAprXppYpOopvUzSKw0gp9mlvKjOP4HKGzyCrjtkUM0+fHVAitoQoqYCv2sjeVEn/18hzQ3Tamn1TuNjxvkY9h1adt+Y2PMnfmtrU1LXnR0RUvKeCWm8gZSe+4Z9anmhm7ZoNg9Q9Rm2zbhCWBZrQ44h8OSfR99CSQG2+CEqxuVt4wDmureCkF9Yy6vJyfQfKvMl1TrgZBJ9Vf8BS5fYsrTbANRA+Ke7zqq6X68TNX6mnPXC4zXlPrdkK3KdcP7Ss+nwHbivukrRfeqeubZp9yW645OfQ2txSiQ00PrH5AJqMT/NS6W3gUqT2T8BVreH142O7O6k2pC0kMNqPp6qOahlyODFGSWY0Rm68h8fy11P0PYhonTVnk9NmWQqzw0RJNrBCEXGOkds9kvDkpUe+Sk8HImsjqVp5/T69Tm6txoDAV7QqR9GphafrNuJPKVg8FJ5zQ9aA6iymmER5m9hzywobuMjGaG7xB9VblqPXs2Ja5i24TGxl5LasJfeRkFxQHBI3bQe+E/ZVfZi99OWS2UtbYRJap8ZsCW9Ig6UQ43HbUUpfcQN7vzA/ZH8ahcfxKagk3BK1z3kjI7r70LsOWRypWc8mnFq4A9llJHYimmwRNFAIbnP52ulPSDriu7IRHeeSouAFaM+6sfEfA1eNyt9k1zpifp28RxIt12jLjPtnuULGMj4EdwfQgGuW/SnqBLts9gCSQWVgjmuinS/VLd3skaQhwEKQD3rLy8fwjqatLDyC4aSuZHUPp/J6ba+vOibqnL9plrZCynAdb7tuAfBSClQ+RFO2m5EeE0VpSngVdv6QfSDFu19pzXkNLSBqCC5EkpQ3hSn4yk/SLV6ktvNpHwDXr6DbEuCWWcFXpTDXeIwFHadDlu1ldS+6VIAH2VEX57ryfK5x2pTdpipDp97IFNTchLboKvjTEY0hCnfqNp30/FCZqHFNk8/CiT6cahgQ2G0OtBIAGTih4tV3jMkLI7fCp/ZNcRUNpZKwkduRRfZmzbuKy8jiU2I3TGy0TkTXNlRtCS3k08SdYxFQsMKTlQoco96iStq23vn3pY5q1yMUoQ7lI+dAditBoLost0jdTwrTfnqeWV7U815TO5wdtQSHrRuQwQFjditcXUUh2QpS17UJ5JPYChmMjZPMeHC196s9V4PTy2BSbc7c7lKSr2WEwnKlY7rXj6qBkZNCjN8QWv13OZIl3i3W1MhQ/vWLDRJWgA8Dd2Hfvk05+ITq0nUl0cttueIiMDyvd4LgBPcg8jPah/ekurJCTsSfQUem49DqpgY7LBJ2b0/n8HxRLae8UImRE2q8RkMrR2ebZSnKvipI4IP7+aVXzqbojUDYcXLWxJ7qQk/RqPy/jQsblpOUqwa++e6k/XPNc3JI6IruFsPIq49RXXTzbylwVLIWd/vHcPv8AuqJSZ0OSv6NnkeoGBUYh3ZLYCJCS4PmaWouEQkYQEijeOHoAwTD3KWPW1iSonYEqPoK0psakK9xRGK2IuUc4wrBHz9K+puvlq91wHHp6VUhh3KK3xgKCc4UWfHSHG1qUlJwcK9amWn55SUpkuubjwrk5I+RP/rioExqFxk8YwrvzTtDv43BXmJyeO+eKsC3ogvZIDZCvjSuopMTymwzlCvd3oSSo/v8AkO/zq8dC6wthbVFcuQYcUnGHh9X5ZNCXpvWrgc8hx5CGyNqQsEgD4e6Pn/8AarJtd7VKVHbdKHQv3SrK0I+wDJOMHvgUCWPUEaF9Ip4+tNBBCUXTUERHvHKVknurHfHGRnv24+IpUrqj0njYCtUWtIyQva83jPc8Zyc5odRpKy3dBZk250Z3JCUFIKiSNpJV9oPoTz86i2ofDnZrgw/LtrkiItIKgHHzn92Ocn4HnvShhaeqbDj2RYtaz6K3pSw1qS0IcACUhxY27s8DB+deZejtDXqMuRbbdY7y0sqBCVt4JAwSeDjlQz8K57ah6Iay0+S5GnF0jJCUqVkDGeSMj+NN1ki3z2wRL7q6daVpOEkpVg8+vI+A/h6Cu9nPQqdYR9aYfXou8rRZLRAt1tUUqVHhLG5xXIPH2/Grfterm7wwWZGSrhCkqBzzxx8R8+3BoFun+l7mw4mUjXDtzZSsLCWpexKlfAgKwaIfROqPZ3BHekKW8keS22suLUF8H4e8CAeeAPTnuvJFW6M06ghJ8ePTxemerCNWxIxTCvzCUOLCio+0NJCSVcYTlAQAPXy1n407+Fd6OdB3ZpxYSoScjJ/q1bHj10/GuvSprVHmhz2OQw+062pJ89ZX5fORuI2uuHjGcZOcCh26AOTzpS4phhRy8MhP2VY+eMIsLi0p16jMMvXNz6YqCTwaymrU0W5tPuOOklSlchXpWU4xtNoJWR1usp10h4h12q2QGHdGRXZDLSEuSBKUAsAAZCNuBx86tmN4penTzcdEzSt6K8DzSpTRQk/1cHJFCHa1j2dvP9AfhTklwA8VpCZzhuV5CXg2JZplfNdE9LeJzwjRm4KH49w9rQAVvSrcspC/Xdztx91bepXjPsabUm1dFrUubwUiYpny2G/klI5/CueLbg2nn0p10vri8aREhy2ltaHkEKbdTuTn0Vj4igthjL9cln3ldLA9kJjxQG+4Vfx5qadSbvq7VFvuurdY3V6S+iO5s81eEoyDhKE9gMnsKF5BUvCM8ZzVja31ReL3bpD9zmrWV4SlOcJTk9gO1Vy0PeoWZIHOAbyC3eA4r8eFxkNklOyXfLZJKQQB6jsa0MuKYbVKwC4o+7n414WvMUD+ka2JR5zyGce6E5P2Y5pW7WxQaDabnVKUSpSiSTkk+tXF0xnMW+wx2ZbAdYdWpxSQdqs57g1ULrZGSBhParE0LIMmw7Ue8qK4UqA7gHkGjYv6ykOLC4B2sK+dNdQLhbI70BiQ49FCSpkOnKmfsP2VXF1K3Jzjjq9zhUStXxUe5+85rfZpe1t1Wc/R4P3kD/jSaWtC1Fz1JyadI6rDZsaX1T4SjCcDArS3MWlX1jj7aTOO4zzWtCio/KoARC5S7SlxXGujSw5t94etdCfDrqcytOIY8z32cDGfT0rmxEdU0624Ce9Fn0J6oWrQ+n7lqHUUlbdtt0JUh8pGVHbwEpHqokhI+ZHIoGVHrjV8V1SUrm8bLMu/dD41xjthxNnvsaS+v1Q0pt1r+K3GhQCuzQgYBqfxfEpc+pmkur0bVtxeD1+/U67HD3fQxWI8xSlNIHYHatJJ7qKVE81Ti7gt1zywTycZpaGMsbRWoXUd0/R901ZSnkk0tTpWY6sENk7vlSzRdldkOJd2bskVY0wt2tlKlsgbRntVjILoK4iNaiofbOmt2mtgtoIyKdGulN8ZwoqUMU+W/qfGt42JjkkcUpe6veeNqYp+6uEjgqvgD96TfF0lfYSMJUSRWOaX1I4CshQH2Vt/ukP53CMsj7KWI6pvFkt+wkHHcijNlckpMVvULXp2z3CO+UynDyexpr63aoGiNICJHcCZl13Ngg8pbH1j/ED76WRNVyp0xOGSkFVUF4iNYL1BrV+G24SzbUJhoT295PK/94kfcKgO82o9ERsNtEbeu3w6/wAKrLhLXKfU6tRJJpCrGc17VzWs0u46jZWwxoYKCw4ryRk19++vh+3tUK68HIPFfQsjsTX088159cVykL15iv6Rr0FqA+sa1jvg15yfjXKaC3h9aeN1b2prie6qQ89ia+pyDiushQWg81JbdeVtqGcnPzqb6d1bKYcADoSngHCsbh9321VDTi0Hg05wrk4yoYV2orJa2KTlxf8A01E7pTWzzG4vOSlg5SoJwCeMDn09D91WpY9Xecym3yZMhDalftkK+j+Bwcd+KEOwapW1gKeyMj0JIHr64q5dD6vtvnj2y0SnsDO1pncAfXP8e5qz2hwsILHlvlKuG7XGPIjuKZuqx7uNim/rYPYZz3B/Cq31NbzIUpUy2JlIRkBwK5QQAOTjPc5z3xU5TN0rfo4zpXUEYlO1LhaLYxjuCRjvioRf4cdADcS/3y2tOKUUodaKglBOQVHJ7ZA7euaE0Ipd2Uet096wy0iO6W0pI91J457nkDvVpaH1K9OkEiS22JWI60ZB4UD7xAwMHBz3521RV5t7jTy1/wArWpPvqGCQlfH9Uit2nb83b5LKXZiwttZLeMoPvZTx/A1Z7A4Lo5N90RnXe7Qrl0E1Qy7CVJXAt6lxnlLOAtSFIUeTyUhzt9nwoWfD7qNq06cuSHFAFbgIz9lXtrO+puHRbVMWQ2SsWWTJQvG8JX5a1bSSfmPTGU547AUul0gN2qWFHgKFLhu1Jpri0agp7qnVJkzVZxtJ4rKhd6lpL4KBx86ymWjZJuebTLAUQy1j+gPwpyQvPrTTCVhlv/VH4Utbd5pph2WbK3zFOjSuD9lJQvLS+fT1r006MUk8z6JfPpViUBo3KatUO/4MQjP1nB/AVFmuMn5Gn7U7mY7Cc/tH8KYGzgH50hMbet7CFQhK18sNfbXp8BJOTg47/AV4WcsNfbX15okF1XCe3NDTPJJ1u5TtTwmnLTOo5WmrgJjCQ42obHWlHhxPw+2mlwjOBWyDCfuEpuJGTuW4cD5VLS4OBbzUSsY9hbIPL1VtWrW2m5itjD6o7r/806MYOO2e3fFOLjgIyDkHsajdk6OybowofrxptxKcgeXxn4Zppm2XWuknFoafMhps8pT74/ceaf8AEkA/yN+S874GM91Y8m/Y/wAqXOLJry0VFe0ck+lQxrqA+hJRLtySsdyk4/hWxm8ao1ArZamhCYPBdHH+9/yqROw8t1DsGZu76A7k7KfqAith6fJYiNgbgp90IyM+gPJ+6i78M/TTpJ196Gaq09KuHtV7kOLhNuqGP1c8kbmXUJPfcfXAO0qAxnNDX0b8OehOorMgat1reGblwUeztoUlRJAx7/Prmrm6QdL9YeEPrxZWJNzNx0TroGA1cEgoQmQBubQ6P2XAeB6HdS2VK4jSBSNiQRN84fqPuoIedO2a4absWotN3e0oanm8tRy44sJfjqiJeS62W/rBKlPoOTgZaI5wcfItrUHgpQ9atvxQxYGmOuurIcVWUSpSLirP9OS0h9f3bnDVUfr2Ok/WFc0ktCcoE2Va2g5TEdCW1AZqW6h9mmQj2ziqOtesm4bgUl0D76lJ6kQ3I+xbqc4+NAMZDrCb8YOZpKa7w8iA6rA4Bpna1fGac2rOK0ag1JCl7ilaefnUBnzMulSFUcAdUoXuBoFXDG1hBUgblJpUnV1pxhSkD76pFu8vNpx3rDc3nSOSKkUFR2o80Qtm1VakOeeCFBsFeB64GaF7UFxdud0kzn3FOOPuqcWpRyVKUckn99TIXiVbrDPlIlLZLrQjJ2gEqKiCRz6YByR8h61XLiiVE5P3muedLfei4zS55J6bfPc/6XxRx614J5yawk15VQFoLFKxzXndngV5Ua+Dk81yml6JAr5n1/CvhxWCuU0vW4civJPzrCMc18IwPWuUhYSc8HFfQoepryB8qzGKhctyFND6ylY/qppSzKgtqBMR575FwJB/gaQZNfQo/wBI1wNKCNWxUptd8nocSmy6ahl0HKVOJU6rP3nH8KsTT+oPEMhKFWi+SLWyVjhttDac+nAHNUqhbyfqOqT6cKNLY825N7ds1/A7fSHirh980u6Gt20intF364SML1H1Ot3upPElhKTgcjKkpB+tj1+dSVqT1RcZUi1670zclEkBpUkje4MKPfGT25J9MULVn1Pc4qkpU6+4n1BdPNSeFfbRPSBMgz0vBIHmsOE4I9cD1IooaDySbi5p3V2uzOuK0Kbl6E0zd0JV9ZS0KUo/EHfkmmC8QdUOJ3X3w6ylqSMl21yfLXn+lwlQzVYSX7AVbnLxqBKB/RJGB6f8KyNdLMw+EQOomrLYr9lYeUAD88HtUFpHJS1wKnd/13pWPpC96Pd01qvTl3udvfZZauyAtl1amyEoSpITtBOMAox8xVOdN3kN26YlfqRgVOOo101ZM0JKYuuvIurbM2UFtx1AE6GsKHlkKIBKCrAVye9V3oBYS1ISoeoNC3vdNtI0Gk5XPzC+Vdh6CsrfcXklWAkZrKIEueaY4iz5KP8AVFKkLPb41lZR2JOYCylDbpFJys+Wr7KysqxQGBMWolFTbAPxJplRyayspKX9S3cYf4gljw8ttpHfBrZIWos7CcgHP7//APKysqiJXJIX07XDwBwDxUj0C22bk86tOS217v76ysosH7gS2dtjO9yuawXONbQkyIIkpfSQcrUko57jB7/bTdcXw9JWoZxnjPesrK1zyXi27uNpokWu2SF+Y/AYWvvuUgE1hCEtFLaAkJOAAOKysodAbprUTsSrC6N3t+3ajilBOC4MgfbXQPVGn7Xr/wAPl2cuzP01mim/Q3QAVsyYgLyCknsTsKSfgo1lZWfnbAFaOBu4hAt42757X1A0zdUsJbeuWk4MmSpIwVuea8nJ+PupSPsAoblXZ4ngn99ZWVRv6VpRNBFlfP1hJPZX8a2JlSlfzp/fWVlWvdE0jsvYLy/rOE/fW9mGt4/XArKyrBCca5J7tumBJUA48nk1NbJ07hSCnc4nn5VlZUO2XNF81BOqbzMC6HTsJBTHgkpUSMFbn7Su/wAgB8gKgCueaysqJeaYxQBHY7n7rWeRkV5NZWUJMrwrvivIP8KysrlYL6Oc194HasrK5cs9RWA/KsrK4rhzXzNZkdiKysqFy+E5H2V871lZXFcvoOK2NOKBwDWVlVXJxjyXkJBBGfjS6HdblFc8xh5PfO0jisrKM0lLSNaTySyRq/UKlhReYG3sA2MD7sVrOtbqr3ZMSA7jPJjpz+/FZWVLnEdVVsbD0Tpcby5P0LdkONpSClgAAf6ZBpj0OCoyQFY4FZWVDtyoi2jI9U8XBlRVneaysrKlDshf/9k=" width="304px" alt="generative ai customer experience"/></p>
<p>
<p>By providing personalized, efficient, and engaging experiences, AI-powered solutions can help organizations build stronger customer relationships. In this way, generative AI can support the work that human agents do and free them up to focus on more complex customer interactions where they can add the most value. The large language models have the ability to remember contexts from the past customer interaction which allows the agents to send personalised responses to the customers. Thus, by providing personalised responses businesses maintain a good relationship with the customers.</p>
</p>
<p>
<p>Generative AI in customer support is a cutting-edge technology that can transform the way businesses interact with their customers. By using Generative Artificial Intelligence, or GenAI, customer support agents can leverage the power of data-driven content creation to provide personalized, relevant, and timely responses to customer queries. Generative Artificial Intelligence is a subset of artificial intelligence that focuses on creating new content, such as text, images, or even responses, based on patterns learned from existing data. In the dynamic landscape of customer support, where customer expectations are constantly evolving, integrating GenAI into the workflow can significantly enhance the overall customer experience.</p>
</p>
<p>
<ul>
<li>Industries that are integrating AI-enhanced customer service may encounter a number of different challenges.</li>
<li>AI chatbots improved customer sentiment, reduced requests for managerial intervention and improved retention rates.</li>
<li>Shoppers are provided with a more personalized and intuitive way to find their ideal vehicle.</li>
<li>These systems are trained on huge datasets and information scraped from the internet, and use machine learning (ML) techniques to generate new data.</li>
<li>And, since generative AI is still a relatively new technology, Jones urged companies to be flexible in their rollouts.</li>
</ul>
<p>
<p>The result is a deeper and more meaningful connection between the customer and the brand, leading to increased customer satisfaction, loyalty, and ultimately, higher conversion rates and revenue. Artificial intelligence (AI) in general, and generative AI in particular, are proving to be highly effective in empowering companies to deliver outstanding customer service and improve customer experience. In this article, we’ll discuss how to improve customer experience using AI, generative AI, and other digital tools.</p>
</p>
<p>
<h2>Generative AI for Customer Experience</h2>
</p>
<p>
<p>Voicebots create a more convenient and hands-free customer experience, allowing customers to engage with businesses anytime, anywhere, using just their voice. Generative AI for customer experience also plays a vital role in predictive analytics by analyzing historical data and customer behavior patterns, and future trends and customer needs. This enables businesses to anticipate customer preferences and requirements, and proactively address potential issues and opportunities to enhance customer experience.</p>
</p>
<p>
<p>In customer service contexts, &#8220;there is a strong relationship between generative AI and knowledge management tools,&#8221; Jones said .&#8221;They enhance one another and give [employees] more to leverage that using one or the other alone.&#8221; The CES has its roots in the evolution of customer service and marketing, as companies recognized just how valuable examining the customer’s entire journey can be – as opposed to only measuring at specific touchpoints. The Customer Experience Score, or CES, is a comprehensive metric used to assess a customer’s overall experience with a brand, product, or service. It encapsulates the entire customer journey, from the initial interaction to the purchase and post-purchase service.</p>
</p>
<p>
<p>However, acquiring and maintaining the necessary skills and expertise is challenging for businesses. This blog explores the benefits, navigates the challenges and reveals key tips to leverage the power <a href="https://play.google.com/store/apps/datasafety?id=pl.edu.pg.chatpg&amp;hl=cs&amp;gl=US">Chat GPT</a> of Generative AI in transforming customer interactions. TeamSupport and NICE execs call for companies to implement AI, self-service, standard responses, chatbots, analytics, and collaboration tools.</p>
</p>
<p>
<p>To better understand their audience, companies need to collect customer data, but to effectively analyze it and take meaningful action requires resources that many organizations simply don’t have. British fashion retailer ASOS was the first company of its kind to sell products through Enki, its fashion bot available via Google Assistant. In 2020 the company went one step further and deployed a voice assistant to work alongside frontline advisors to tackle increasing customer care workloads. This move added 50 points to its net promoter score (NPS) and saw improvements in resolution rates and waiting times. There is some overlap between the two, as gen AI can also be used to power conversational agents by generating text-based responses in response to queries. An LLM is a type of gen AI that uses deep learning techniques and vast data sets to understand, generate and predict new content.</p>
</p>
<p>
<p>The tool has now integrated an AI layer, due to which it can automatically sort conversations, customers may receive responses more quickly, and human agents can spend less time performing manual labor. When tasks are handled manually, the chances of making mistakes are higher, but AI algorithms can help ensure accuracy. This means that by using AI, businesses can save time, reduce the risk of errors, and provide customers with more accurate information. So, in that case, the company can proactively reach out to the customer with some solutions or may provide additional support in order to enhance the customer&#8217;s overall experience. As AI becomes more prevailing in customer interactions, businesses will increasingly adopt AI solutions in 2024, changing the way they make first impressions and interact with customers. In today&#8217;s competitive business environment, providing a delightful customer experience is crucial.</p>
</p>
<p>
<p>The website can answer questions, give personalized recommendations, deliver existing content, and even produce brand-specific content on demand. Professional services firm Genpact also expects more businesses to use generative AI to&nbsp;find new ways to measure and reimagine customer experiences. The tech researcher says service agents will use AI-powered tools to ask natural language questions and receive answers to customer questions rather than searching databases for information. You know a technology has concerns when a new term is born to describe its habit of generating outputs that sound plausible but are factually incorrect or unrelated to the given context. In the generative AI space, this is known as ‘hallucinations’ and relates to errors emerging due to its inherent biases, lack of real-world understanding or training data limitations. You can foun additiona information about <a href="https://geeksaroundglobe.com/6-ways-metadialog-ai-can-help-companies-automate-and-elevate-their-cx/">ai customer service</a> and artificial intelligence and NLP. While casual users may be content to navigate a few hallucinations, it is a different story in customer service where accuracy is non-negotiable.</p>
</p>
<p>
<h2>The New Wave: Generative AI&#8217;s Impact on Transforming Customer Experience</h2>
</p>
<p>
<p>Generative AI possesses the capacity to profoundly enhance customer experience (CX) in various domains, leading to valuable outcomes beyond just productivity gains and cost reduction. Generative technologies provide strong foundational capabilities that can be applied across the customer lifecycle to enhance CX. Content plays a critical role in creating engaging and memorable experiences across digital touchpoints. Generative AI can help businesses create more personalized and relevant content at scale.</p>
</p>
<p>
<p>Generative AI is a branch of AI that creates unique content independent of human intervention. It learns from existing patterns and algorithms with the help of technologies like Natural Language Processing (NLP) and Generative Adversarial Networks (GAN). And, it comes as no surprise that businesses are making a beeline for this technology to enhance their performance and reduce costs. Thus, by fulfilling the needs it increases the speed and efficiency of a business and their products. They can provide immediate responses to customer enquiries, offering support, answering frequently asked questions, scheduling appointments, and handling routine customer service interactions. The ability of AI to analyze vast amounts of data, understand customer behavior and preferences, and predict future trends has become an invaluable asset to businesses across the globe.</p>
</p>
<p>
<p>Additionally, conducting regular security assessments and AI systems audits helps identify and address potential vulnerabilities and  risks. As AI takes on more routine tasks, the role of human customer support agents will evolve. There will be a greater need for skills in AI management, oversight, and ethical considerations. Training and development programs will be essential to prepare the workforce for these new roles, emphasizing the human judgment and empathy that AI cannot replicate. Companies must navigate the balance between personalization and privacy, ensuring that customer data is handled securely and in compliance with regulatory requirements. Transparency about AI’s role and its decision-making processes is also crucial to maintaining customer trust.</p>
</p>
<p>
<p>“A data-driven approach to retail management helps brands better understand trend forecasts and custom journeys, ensuring that the shopping experience is catered to each customer and their unique needs,” he says. Research by Google Cloud has revealed that 97% of retail decision makers believe that Gen AI will have an impact on customer experience. As explained by Alex Rutter, Managing Director AI GTM, EMEA at Google Cloud, for retailers that are already utilising AI, the technology has redefined how they understand, and engage with customers. Combining quantum computing and AI will enhance the speed at which AI processes customer data and makes predictions. It will enable a more real-time personalization and quick responses to customer actions. Zendesk offers a range of AI-powered solutions to businesses so they can provide proactive and individualized customer support.</p>
</p>
<p>
<p>It connects the necessary workflows of separate touchpoints and coordinates the execution of the suggested actions. Not knowing if you’ll catch your flight, you open the airport’s app and inquire about available options. Generative AI then quickly assesses various factors such as your airport arrival time and if there’s a chance of a flight delay. Perhaps generative AI’s greatest capability is the hyper-personalization possibilities. Customers deal with multiple, fragmented touchpoints and inconsistent personalization at every turn. There’s the transportation (buying tickets, securing taxis, arranging transfers), the accommodation, and everything else in between such as planning activities, making dining reservations, and managing local travel logistics.</p>
</p>
<p>
<p>This improvement in response times not only enhances operational efficiency but also boosts customer satisfaction by offering tailored support. Generative AI is driving top-line growth for businesses by activating customer data in new ways and transforming content creation. With this technology, businesses can enrich their experiences with a level of personalization and immersion that was previously unattainable.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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width="302px" alt="generative ai customer experience"/></p>
<p>
<p>By training AI models using generative AI techniques, organizations can better understand customer problems within the context of their unique ecosystem, allowing for more personalized and effective resolution paths. The changing landscape of generative AI in CXM is a testament to the transformative power of technology. The generative AI revolution is here, and it’s poised to significantly alter the way brands interact with their customers. By responsibly and strategically embracing this technology, CXM service providers can create personalized, empathetic, and, ultimately, more rewarding customer experiences, leading to stronger brand loyalty and increased business growth. While many questions are being asked in the brave new world of generative AI, one thing for certain is that it is here to stay. As proven by the hype surrounding ChatGPT, people have been won over by the ground-breaking technology and there are undoubtedly benefits for business users.</p>
</p>
<p>
<h2>Service Providers</h2>
</p>
<p>
<p>AI can help companies in almost every industry to revolutionize their customer service. For CMOs at consumer product companies and beyond, it means brand guidelines and compliance will be crucial to delivering a consistent, signature experience to every consumer interaction. It also means consumers will expect their virtual encounters with brands to be more conversation-driven and personalized than ever before. Amid the hype surrounding ChatGPT, there has also been plenty of focus on the technology’s limitations and the significant hurdles generative AI faces in the customer service environment.</p>
</p>
<p>
<p>For instance, hotel brands can provide their customer service agents with quickly digestible summaries of past customer interactions to help agents get up to speed on a customer’s case and reduce average call handling time. Operationally, generative AI is creating efficiencies by seamlessly integrating into experience design and development toolkits. By automating repetitive tasks and streamlining workflows to enhance productivity, companies can expedite their test and learn cycles and release experience enhancements faster, increasing the value for customers.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="303px" alt="generative ai customer experience"/></p>
<p>
<p>There is great frustration because most businesses are working hard to make it difficult to reach a person. A few organizations have made headlines using generative AI for drug discovery or chip design, as they use skilled internal resources to tune large language models for high-value, game-changing use cases. Some organizations have become proficient in tuning small language models for specific industries or a single type of high-value process.</p>
</p>
<p>
<p>With AI algorithms, organizations can identify patterns, preferences, and behaviors in real time. AI algorithms can handle enormous amounts of data and insights that humans may miss sometimes. This AI feature can facilitate identifying what customers are looking for and highlight the areas where user experience can be improved. AI-based customer support chatbots can handle large volumes of questions without any human intervention while ensuring that the customers&#8217; questions are addressed efficiently and quickly. To address this challenge, businesses should invest in training and development programs for their teams to develop the required skills and expertise in Generative AI technologies and methodologies.</p>
</p>
<p>
<p>By analyzing previous interactions and agent profiles, AI systems can match customers with the most suitable agents, reducing call times and increasing customer satisfaction. Additionally, AI-driven resolution optimization streamlines ticket handling by analyzing ticket details and past solutions to provide agents with summarized solutions, improving efficiency and accuracy. By leveraging generative AI in customer service, companies can streamline their support processes, handle a large volume of inquiries simultaneously, and ensure prompt responses, ultimately improving customer satisfaction. Generative AI refers to AI systems that have the ability to generate new content, such as responses, based on their understanding of human language and context. These systems utilize deep learning algorithms to analyze customer queries and deliver accurate and relevant responses.</p>
</p>
<p>
<p>It can quickly analyze vast amounts of data to identify trends and patterns in customer behavior to inform experience enhancements. Using natural language processing, image recognition and predictive analytics, generative AI is improving feedback loops and expediting opportunity identification. For instance, CPG brands can use conversational AI to analyze retailer data and consumer sentiment across <a href="https://chat.openai.com/">https://chat.openai.com/</a> brands and channels. The launch of ChatGPT will be remembered in business history as a milestone in which artificial intelligence moved from many narrow applications to a more universal tool that can be applied in very different ways. While the technology still has many shortcomings (e.g., hallucinations, biases, and non-transparency), it’s improving rapidly and is showing great promise.</p>
</p>
<p>
<p>With that in mind, this handy guide will shine a light on Generative AI, the subset of Large Language Models and their role in inspiring a customer service revolution. To find out more on how IBM can help you improve the customer experience with AI, read our latest CEO guide. If you’re ready to prioritize client-centric innovation, Master of Code Global is your ideal partner. Our proven development process guides you smoothly from strategy to the post-launch phase, ensuring your artificial intelligence solutions deliver value at every stage. We understand the intricacies of user needs and possess the technical expertise to translate them into successful apps. One of the examples is Merchat AI, driven by ChatGPT, which serves as a virtual shopping assistant.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="305px" alt="generative ai customer experience"/></p>
<p>
<p>We’ve already seen how one company has improved its customer service function with generative AI. John Hancock, the US arm of global financial services provider Manulife, has been supporting customers for more than 160 years. Traditional AI offerings (like some of the not-very-intelligent chatbots you might have interacted with) rely on rules-based systems to provide predetermined responses to questions. And when they come up against a query that they don’t recognize or don’t follow defined rules, they’re stuck. But a tool like ChatGPT, on the other hand, can understand even complex questions and answer in a more natural, conversational way.</p>
</p>
<p>
<h2>Desktop as a Service Playbook: Leveraging DaaS to Support Hybrid Work and Disaster Recovery</h2>
</p>
<p>
<p>When faced with complex issues, support agents can leverage AI-generated recommendations to resolve problems more efficiently. This not only empowers support teams but also contributes to a quicker resolution of customer concerns, ultimately enhancing overall satisfaction. In fact, ChatGPT is so good that UK energy supplier Octopus Energy has built conversational AI into its customer service channels and says that it is now responsible for handling inquiries.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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QhCqhWCywhcgA5gALqGaRpqGaQQ+nwGCqfAaghFTiAhlXiLQBI00pGYbSZA8tMpkQEYDCZRUEggUWQEgJBi2FWgJBi5BVMBhNgBRxHRQqA6KKGJFkIBCEIBR39g/cS8V/ojgne2H9xLxX+iJUrXbx9K2dyD0RyLaPb+Z1JSxEwRluZ5fzD38Iz1HqDUqYRHSRjvamVLvZ5iVHNR73eeiqvLM87RS15motjhzpYzg6NolVlFOnGOFjMdG/ePjsxt8jfQ2du47zSaDDsNQ45N1stSQt0lw+Y+hEldY0rgLqcBmCpRyRWGSwmzDVnJvGqR13TAlRTKxXmb6kuXHHEy9UppKUUmtFuriekuLBcUkZobOfwKxquJOl1Tg4vXOqPV2s96EX7jPS2VBvMk38ToQoqKwuCI3iBoTUjozVuiaqI3p53ba0Ot0Xq5o/h0ObtqPZNPRyWKD/GyuOUaLu4+0P3YOpTnwfejze06vp5fBI7VnUzShL3YMss/SmX2aHjx8sjyh6fpK820PGj5ZHlzc6ELBLKLI2QFsAZC2HIWEDUESHTEsIZSGoTTY4IXV4iTRUQhoCw4cQIhog0ogMHoEBbKIyioJFooiICFsNgBRC5Bi5BQSBRcikVT4DYiYDogGiykWBCEIBDu7D+5l4r/RHCO7sT7iXiv9ESpXTtfWN9R9kwWi5mm4n2UYWRmrSMtxU5Drl8DDOWZ4I7Yxag2zXQt2PsbbTJv6rBpvTLCku4dGCD3C8FNFSQVKJUhkEQWwWEwGBCsFZLTKmhKKL3UCEiGkBYYLDUgcCay0NCF3GN1kVwdqwzAXseeKbX7zG7Sfo2ZNkvsv8RXHIm9nmrL4na2TUzSx/leTiX6xWfxN+yauJOP+ZEcz+kb+zw8ZeWR5o9Dt9+gj4q/RnnTWPQhCyjQhTIUwBkAEwWEBMUOYG6ECh0WLUQ4oIuYkfjImpFoCIIGIRAymxoiI5AUyItkKiyFFkEBCBCoBIMXIKBlItlFU6A2ImA5AGi8gosKvJMg5JkAsne2HrQl4r/RHn8ne2E31Esf/ACv9ESpXWo6B3D9VAQBrPVHOrCL2evyMVq96oPvn+hmsX2yu2L01rHER+DNby0Q7fK2vAutUUVlhOokc6vU6ye6uHMo00J7+vLkanHBmouMcI0uSxxATJi5zwNbXeLcE+aAQq2uGaYoxXNFx1RdC5a0YG5IJRBhJMegFSQpsdVkZ2yNCUhFzPRhzZlrPRgrlX77D+Jm2dLEnHlLU2Vo50Dsdn7+9L1VDn3srhkw7SpZlnmXaZi4y95turdTi1rvrh7zLTpNJZ+fxM1g/b33EH/qr9GefO5td/Zqfirys4ZrHpEIQo0ICWUALBYTBYQLKwETAQVKGRk44JB4RHLIQCKmsknoVBgLii8DJRBApDoisDIkBMoJgsqIQosiowSygLYuQbFyChZWSSKRVNgOQmA1AEXkogVZCiZAjZ6Ho+vQSf+s/LE84z0nR32afjPyxJUdFMGo9UUmRo5tRjvHkz2k+2aLlasyWixUK64vQ0qmiGdYZab0Dk9DTolWtxEwpPWQUIbzNyppLGAji9ZcRnot6OeWmB87mXw9x0nTXcZqtpkLGOV1JLg33GB1rucuy1FHXVq0W6ACqdaTioyeS3DmW6eoeAplCsa1WOelgZvhI0TqCt8S5FKQaOchNVaDEVJaERzamjZs2XTqVs7vYpR0ffNmC/T1x3HYhtm3t7WPVremo43eDTxxZpwzcXbN11NbENXFZlFj7apCvFS9WTWWu883UuZVatScnmUm22dfZaWIGawdtyGLePjJf9rOAei2/7MvHj5ZHnDWPRVkKIVEKLIALAYbBYQJM4KyC9dAglmT0NMaeCUKeEOaCMlbgZN9ofdVNcIzBGmlWzxG4yY6ZojMKPdCiiLUKJBGAw5AMqIQhCKhCEApgMNgMKCQCGSACmwGIXAYigkQiIFQhAWBD0OwZYt5eNLyxPPHoNiezy8V+WJL0jcpF74neJk5txKupmtl6Q0SZnoP0hW47VOOhVXuDo8CTjqmWOh1vFRQ4zKZbrpczSNGAJAfSElr+oHXxfBl0uhsHALqLkydYiC3BCnAcprvX5keOWpBnaBLqSJDUKrdLjEakTBDa4xKqaBoXWehEcmpUUpzjzRy7+qlCWOJmrbQlG4qyWsc4wVb3nWz3JpKEs59xpyyrPbLVnodlL1ThwpbkmvyPQbJjrElczOkUMWsf4iPlkeYPWdKV9lh/ER8sjyZceioWUWaEIQgFMGQbAkEKkHbQywJIunNxYR0cLAm4rKK0FzudDFUk3xKhcpZbfeWBkNEQUOI9IRTHoKagoAoOBBUgGFIBlRZCiyKshRAIwWWUwoWAGwChsBiFwGIKshZAKYITKQFxR39jL0EvFf6I4SPRbCjm3n4r8qJRTepe8SpHDFJnOtwzJk392qn7zUc+9k4vJY09LQllIe+Bztn1t6nF+4272hXSMl3UkvVOPXuqsMtI7soZZnubRTWFxNRXPta1SosyUsd8Vk0QkkvvF89A9n+gc1NZUlpjU7NOdvUglKMG2uZpnyscWNR8qsF8yV7uSWXVhob69hZxl6kNRDpWaT9HB/7cg83HqbWS57/wB+u5f4Ys11renJ9iCgnzwHR2bFL/APCNxLW9qVEnKODp0eQhW6XBD6WhmoeiNgOQKkZBuRj2hcKEG38DROR5Xb20d6fVweVF5l7yxnKuRVWJyT/zNjbOLdSOO/PyNNtY0q0N93Mac97dcJclgiVOl6r3p5xnuNOFp1fDnp8DvbJjrH4HnoPL+Z6fZkdV8EYqxXSr2WH8RHyyPJHrelXssP4iPlkeSNY9JVllFlRCEIUUxchjE1GBAWWnkqQQLQmoxzZnm9QgRiAQaAOA5CYDogNQcCkHAgUwQpAMqIWUQirIUQCEIQKFgBsEBkBiFwGIqiIQsAWSJbKQBHpejn3EvFflieaPSdHPuJeK/LElGq9p8zmvidm4jmLONVi0znWoZEwbQXZZ0Ka0Md8uyxGhdHbhtyg3w1XwO+jxlncdVVjPlnD+B7GnVUkmuDWTTpjTcAVItaobTKmVtjeHxQuVJctB9SmZ6m8uBuLJFRo55hujBLV6ieskkVlviF1BpmikZ4odBmdjRyKQKZGyMKnMkZCZvUqVTdWTIC/r7kXji+B4qq8znnnI9DeVt5tnnJPtS+JqOWYsJ8UhsULQ2JXJus45lE9TYR1fwPPbLh2tT0lhzMVuM/Sj2WHjx8sjyZ6zpT7LDx4+WR5Q1j0zUIQhUWUQhQLM9dmhmO5YB05aFzM0J4DlWCGYE1I4Iqg1rMchCEGgd0NBBQHxEwHRCnxDgDEOJAiQDDkAyoohCEVZCiwqiEIBTAYbFyKGwGoRTY9BRFlFgUQsoCHpOjf3EvFflieZbPSdGn6CfjPyxJSuvLgY61Bas2MVVXZZikZVDsnPvIdlnYpQzFfA5u0I9mWCNvOVoZOrsja+7ilU4cIyOfNaGGs2nlPDNmN93v6dc08TzezrluEcvOmp3KFwpIO8OlTEypGhVELkwsZp0hfVYNTYEmVSVEZGJEE3giILnVwVOZjq1iIdKqYrm5b0BqVTI3qBKr7LOJJdp/E7VV9l/A4/PJXHJIj6Ky0JRptV2kKw7ezKXM7lmsL4nLso4ijr0FiKMNMXSlfZqfjR8sjyh6zpT7NT8ZeWR5M3OmahCENIhCiADJmCu+0bZs58/WYRCiECLQ+m9MGcfSCKmUHMABtMdATTHQIp8Q4gINAIYDGMCRUAWUQioWUQCyFFhVMXIYwJFEgx8WZkzRTYDCyiwqymWUwAkej6Nv0E/GfliecZ1tmXqo0JZ1zVeievBAehnVwJdXKfuOBU2vVy8KPuyuBu2bVlKm3J5bfEzZpvUd+jSxST70cfaC7MjvxXoo/hRw9pLSRgecq8Dn1llpHQupYRhzmWTcSOvYvEUjdTruJzbWZvUcoO8bIX3eM+l+857gIk2uYadX6SR3K7zk9Y+8tSfeF26n0ld5Urtd5ztRcmwm2qteZ4COsyIYcWRBNinxGASQC7mXZZzlHQ03EsvAqSxoVxyKijfY08yMlOOp1rGlurL5krLp2/BI6tJ6I5VvyOpDRIy0xdKX9np+MvLI8qep6Uv7PT8ZeWR5U3j0zl2hCENMoU2QCUsAKqT1M1VahTnlgSYQJYKLRWVjoLAuMRqeCCpMohEA2A6AqA6BFNQaBQSAWxckMKaKhDIHJAMiqLKIBZZRYFMCQbBkUJbNFKRnkMpMK1ItAxCCrKZCAUFGdNJ70ZN8scihdR6mse1l06lO1jFKU+7SPNm3Z/5anJo5w5yk5N8F3HW2bwXxM5tPVNdiP4UcPaC4nbl6q/Cca+4M5Dyt8tcGGDwzfdrtGGrBp5wzcNN9s9Ude34HFtXwOpbzwxXXFrngx14rkwvo7r3VvQ6yVNVp7rnFZcdG/+DFa7PrV9o1LCnU9SvVputJZxCDacmlz04d7LpnLkkuhqXvGprvE1bK2qXFvb2V5VuJVa3VVHKjuqmsrtp81jL+Rtvejyp3lnQp3M6lC6nUp9durehOEmpLu7v6jTPqwhzXeA5IrZmy3X2lWsXWnGNKpWgqiinJ7jaWnyON9IluZzqNE5Y7GV3hRSOnT6MUHe1LKV7XVVRjOGKSe9Hdy23wRxI9V18o0Ks61FY3ak4bjlprp8RprHllumrGBVV9w6UBW6ZdMqzyhgS1kfUA3Q4VKFPMkdaEeRmsqWO0zZR4kRqorGDo54HNhLtJHQUuBGmPpV7PT8VeVnlT1nSr2an4y8sjyZudMVZRCsmkRmWvU5DqssIwzeWEUhlJZaz3iyBG2pbR0xgXKioilWkR1W+IQxtIDeyAyIAy0UFEKdTGwFxGwIGoJAhIBZCEKgJIWx0hUiKAhGQCywQgKYMg2AwEzBi9Q5i2VW6k9Bhnt5GgKhCFgQVNdpfAaC6bbz8iw1toguCO5YJZRwaXE71jwTMZNx3608RXwORcy9ZHQnPMU/ccq6fa+JgeduX2n8TPVmsGu8j25GKcNDpG/gNtUaZ1qUuBw3odGyuMrjqLExydCldOjc29fcdRUZ7zhF4ctGv+TPaX9ahtGpfwpZU61Wo6MpYzCbb3W+/Xj3o20WnyGVorHAbW8cyuyrPatlb3ULi32fWg4wq6Srb3blhLC5JLe/M0U+lEpRt+vtI9Zb3fXwdslTg4tNNNPm3Jv8jFRppvga1b+4bT0Z90o7atqV6rylY14TlKrKtmspb7n3d2uTgbVhQnKH0S2q28Unvxq1es3nnijuSt/cKdukNnoz7mrpEvrV7Q+jVNx0er6reW9nGM54HO2VR3Y6rDNvVxXIrTkS1cePxuwVJZZapaB21PebHullELXOlDUDcybK0MCEiObQnhJI02sdMmClLj8Tors0171kKui/SN9yN0Hpk5tGWIuXe8HRo+oiKT0nebWl40fLI8qem6SP7LT8ZeWR5g6RioU2WLqSKhNWRlNExHMIhZRYRCEIEWWii0ASDggENggpqQymAhkCAw4ghIBZCEKiMVMaBJECWUE0DgKtBAoMCmCwmCwFTFjJiyg6UsM3RehzTZRqaBTiwSwqx1NdnPvEmimvRt+8sbwm6pHYs5dhHBVVZ4nUs62kfeYsK71OeYfA5149R9Crhtd6E3cc6mRxr6Ou93mGo9DpXUcxx7zjV5POO56nSNbD1bfwBpycXlM0Smt3CMy4l0w7VlcZRvnLQ4NtVw0dWFXeRivRikZYZtjc4RgYyLI01Ou2KqyLiXKOQhG8DOXLmw5oGhFb+XyDNbqcVCGOeMh0ppRbZincZk/yAr3WFuoONHXmlmT4HNncZenAq7rtrGTNTLpl1LCOY/7jZdT0SQiwjuw14jJatfENQbfZSOnQfo0crmdKlLsL3MypPSP2Wn4y8sjzJ6XpG/s0PGj5ZHmGzcYqSkIkwpMBlQExA+YgMrIQsCFlFoIhaKLQBIfTQmI+AUwZAWMgQGEgQkAshCFRCmWUwFyQGBrRTRFAkERF4ABgsNgtAKmKHTQooCQyjLDAZQHRiwjFRrd5qjPIaGMlPFJ6pdp/ohOT3PQnZ9vWtKkqtClVkrmUVKpTUmlux01+JYsy8fd873/evzOnZ3SSisrT3n1L6ksv2O2/kx/sT6ksv2S2/kx/sL7sXJ4VVOElzDlVyv8Ag90tlWq4W1Bf/VEn1Xa/s1D+VExpZk+a113HJuqfF5R9feyLR8bW3/lRK+prP9kt/wCTH+xqHk+LxmkuK/MrK71+Z9o+o7L9jtv5Mf7E+o7L9jtv5Mf7GjyfI7WgvWk17ka1Ld0yvzPqX1LZ/slv/Jj/AGJ9S2f7Jb/yY/2M2Os5pPh8xjUQ+DOXfVNy5rxjpGNxVSiuCSm8I0WtWUouWeHIlxdcc5k6sAZyMtK53o5GrO7vYyiardiSFt4KVxF818AHMmqxQp65MlxW10Aq3Es44Axptm5HG42gk8mm1pa5BjRwmy7Wo3Jrki6WY67dKnPTAbmZkx0UZrRsO830H2TnOWmDZRnhIylX0if2an4sfLI8vJne29VzQiv9VfozzrZqOdRlFlFZLqChsxQRCyiwIWUWEQJFIKIUUUPghUUPiiCxkAEHEAwkCggFkIQqIUQgEBYRTIAQRSCChaAYxoBgJqChtQWUCUwgWALHUaneIZE9QroJn0T/ANPvYqn8VLyQPm1OR7PoRtSpCld0IQ33CDuKcVxlPGMf9qBenviHzzZ3SO9qSTne0KNV1MO1r0XBbuf8zZ1rrbFzHbVvaqolRnTjKcEsptxbevyDD1kpJJt6JLLZitNr21alOtSqxlShnfnh4jjiefltWu9r3Fq6maCt5SUMcHhf3ONsGjWnse56mqqW7Vm6mVnejhaFHu7batvVoSuKdRTpRzmaT5cSbL2pRu6XW0JOUN5xy4uOq+J4nodRuo2NStGtFW6jV9A45bkueS6G3LmGxHcQlGFRXO4nGOFjKA+gkPn15trattRtryrVpTpVWs0ow5fnxOjtzbl3O7trO0lGlKrBTlOSzjKyB7Ah4rY+1b/61dnc1YSUIPKhHClplM9qB8T2r7Vc/wATW87E06rjlJ8dGb7q26y6udf/AHNbzsCdhhNrV8kadsPuZaSSppPm2aratu05JvRtpGH6PUdOMYxaaeR9K1rbu7on34Hs9HkzUaOYzkuO80DQjLLy/kduy2Zuw3ZPOXlvHMc9mx95PYefrU9UaIYwsa4Nd9sqWN6L4apHNoTxLGH7ybbmMqq1bDaFRqNaIK6p9rPegKUG3g1Hnzl210ZvCR0Ka0F06GEsa6BSm+RmxfGjeEEpioxb1Lk8GHOk7Xn6KK/fX6M45u2jWzFL97JgLGVkZCFQuYobMUEWQhAiFlFgWg4gIZEKZBDkLgMRBaGICIYBIIFBAKLKIVFlEIBCmQhAKDSIQKqQtkIAqohRCFFFMogAspcSiAaabPbdA9mVJxuLiNTq1KLt04rtQkknvL/qIQLemi+6JXtyo069zbzjGWeu6jFV/PJs2v0Vqzq21e1r9VWoQUN6a3t5JYyQhWAbN6LXVO8ndVrqFaU6UoN7ji8vH9NDX0e6OztrStbVZxn1spPMFjRosgGHZXRm9tozoK6pytpKfYcNcsFdEa31W7Hrae+6/Wb+HjGSEA1bb6N1rmxt7aNSCnSxvSaeHpyOX0ot4U7yznG5+jXMKcYqcqbcJcs54EIBm6NKc9tVJusrpxptzrwWIvT/AMR9EIQD51VtoqrWaSWa1Rv5yYPUruIQ57eyQSpDFFFEDR0dA1JEIFHNRawcq6sFnMUl34IQRZXJvKbXIlrRjlNFEOuJXShHCwKfEohqnwakZbve4IhDOmLjHNuYtYz3iCEJXDKaqyFEIwXUAKIEWQhAIWiECLQ2KIQKdANEIQFEMhALQZCAf//Z" width="307px" alt="generative ai customer experience"/></p>
<p>
<p>Businesses can personalize customer experiences by leveraging data-driven AI insights to tailor products, services, and interactions to individual preferences. AI algorithms can analyze customer behavior, purchase history, and demographic information to recommend relevant products, deliver personalized marketing content, and offer real-time support. This level of personalization not only enhances customer satisfaction but also fosters brand loyalty and long-term relationships.</p>
</p>
<p>
<p>With Sirius AI™, marketers can create click-worthy email subject lines and engaging content, with a simple prompt. Outline your use case and expected outcome with a prompt, then let Sirius AI™ auto-generate cross-channel journeys optimized to achieve your goal. Remove the guesswork and let AI build journeys with the highest likelihood of outcome—in just one click. For example- If a customer wants to change the address which was listed on the account then they can ask the Generative AI assistant how they can update the account information. Therefore, this is an example of how generative AI is being used to help the customer for their instant queries. Generative AI helps in framing the product design with a deeper consumer information, thus making it more customised and in-demand product development.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
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<h2>How AI can improve customer retention?</h2>
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<p>By analyzing historical data and patterns, AI can identify potential churn risks and enable proactive interventions. For example, if a customer&apos;s purchasing frequency drops, AI algorithms can trigger personalized offers or discounts to re-engage them before they consider switching to a competitor.</p>
</div></div>
</div>
<p>
<p>Thus by getting the data from generative AI businesses get an idea about the needs of customers and try to enhance the customer experience. With the incorporation of deep learning and neural networks, the advanced AI systems will provide an ultra-intelligent customer experience that will keep the customers in a &#8220;WOW&#8221; state. According to the Global State of AI&#8217;s recent report, 87% of organizations believe AI and machine learning will increase revenue, enhance customer experiences, and boost operational efficiency. Companies can improve customer satisfaction, loyalty, and, ultimately, their bottom line by focusing on CES. With the help of AI and automation, companies can take their customer experience to new heights, delivering personalized, seamless experiences that delight customers at every touchpoint.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
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<h2>How do I use generative AI?</h2>
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<p>The most common way to train a generative AI model is to use supervised learning &#8211; the model is given a set of human-created content and corresponding labels. It then learns to generate content that is similar to the human-created content and labeled with the same labels.</p>
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<p>
<p>This transformation is driven by AI’s ability to analyze vast amounts of data, learn from interactions, and generate human-like responses. As businesses adopt these technologies, the landscape of customer support is undergoing a significant shift, promising faster resolutions and more tailored interactions that enhance customer satisfaction and loyalty. The quality of service a customer receives typically depends on the knowledge and accessibility of the agent they’re talking to, whose attention may be divided among multiple screens. A generative AI “co-pilot” can support the agent by suggesting the most probable answers to quickly address customer needs. It can even detect emotion in real time and offer recommendations based on a caller’s mood. The quality of coaching continuously improves by leveraging human feedback to reinforce models.</p>
</p>
<p>
<p>Customers will choose the brand, and the channel into that brand, that will take the least amount of effort. A major investment focus for PE and VC firms of late has been around AI, specifically generative AI. Many of these firms are also looking at companies that focus on the customer experience SaaS industry, and as such, this creates a unique opportunity for investors and businesses. It was so well accepted that consumers started to expect generative AI-level responses from customer service bots. Instead, consumers are still presented with very narrow-scoped chatbots that don’t know anything about them and often, it seems, don’t cover the topics being sought, causing high failure rates and transfers to live agents. The expected benefits from the use of Gen AI in marketing include cost reduction, brand building, enhanced customer satisfaction, innovation, and many more.</p>
</p>
<p>
<div style='border: black dotted 1px;padding: 10px;'>
<h3>Contentsquare Announces New Experience Intelligence Platform to Deepen Customer Understanding, Embeds AI &#8230; &#8211; Business Wire</h3>
<p>Contentsquare Announces New Experience Intelligence Platform to Deepen Customer Understanding, Embeds AI &#8230;.</p>
<p>Posted: Thu, 13 Jun 2024 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiuAFodHRwczovL3d3dy5idXNpbmVzc3dpcmUuY29tL25ld3MvaG9tZS8yMDI0MDYxMzA2MTY3My9lbi9Db250ZW50c3F1YXJlLUFubm91bmNlcy1OZXctRXhwZXJpZW5jZS1JbnRlbGxpZ2VuY2UtUGxhdGZvcm0tdG8tRGVlcGVuLUN1c3RvbWVyLVVuZGVyc3RhbmRpbmctRW1iZWRzLUFJLVRocm91Z2hvdXQtSXRzLVNvbHV0aW9u0gEA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>It has become a key differentiator, and AI has emerged as an essential tool rather than just a nice-to-have feature. Integration with existing systems and technologies is another challenge of implementing Generative AI for customer experience. Ensuring seamless integration and interoperability among AI systems and existing customer experience platforms and applications is complex and time-consuming. Training and expertise in Generative AI technologies and methodologies are essential for the successful implementation and optimization of Generative AI for customer experience.</p>
</p>
<p>
<p>This edition explores how Generative AI can transform customer service and provide organizations with the tools to stay ahead in the competitive marketplace. This technology not only has the ability to understand customers accurately but also to create content, products, and more that are aligned with their needs. Language-learning platform Duolingo is using ChatGPT-4 to help users practice conversational skills. The feature then offers AI-powered feedback on the accuracy of responses to explain where learners went wrong, so they can continuously improve. Using AI-driven analysis, it identifies important moments within conversations, and detects and redacts sensitive customer data. It also generates improvement suggestions, summarizes conversations in bullet points, and uses data to identify conversations requiring urgent attention.</p>
</p>
<p>
<p>By analyzing and interpreting large volumes of customer data, AI algorithms identify patterns, trends and correlations to provide actionable insights  and recommendations. This enables businesses to make informed decisions, optimize their customer experience strategies and allocate resources more effectively, leading to improved performance, competitiveness and success. Generative AI customer experience excels in content creation, producing high-quality and relevant content at scale. It assists in generating personalized marketing materials, blog posts and social media updates. Generative AI creates compelling content that engages customers and drives meaningful interactions.</p>
</p>
<p>
<p>In retail, personalized product recommendations and virtual try-on experiences provide customers with tailored shopping journeys. In gaming, generative AI creates immersive and dynamic worlds, offering players unique experiences with every interaction. In marketing and advertising, AI-generated content, such as personalized ads and targeted messaging, captures and retains customer attention more effectively. In healthcare, education and finance, generative AI facilitates interactive simulations, virtual assistants and customized learning experiences, fostering deeper engagement and better customer outcomes. Generative AI for customer experience provides valuable predictive insights by analyzing historical data and customer behavior patterns. AI algorithms identify trends, anticipate customer needs and preferences, and predict future behaviors and outcomes.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
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<h2>How Netflix is using AI to enhance customer experience?</h2>
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<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<p>AI is changing the world by using data science research to enhance the user experience. Netflix&apos;s AI recommendation engine analyzes massive amounts of data, including viewing habits, ratings, searches, and time spent on the platform, to curate personalized content recommendations for each viewer.</p>
</div></div>
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<p>
<p>Embracing generative AI equips organizations with tools to drive growth, efficiency, and satisfaction. Before joining Salesforce, Thompson was a research vice president and distinguished analyst at Gartner, covering customer experience (CX) and CRM strategy and implementation. Maoz and Thompson shared their points of view on what businesses need to consider and implement before applying generative AI solutions to their customer service applications and processes.</p>
</p>
<p>
<ul>
<li>From recommending products tailored to a customer’s browsing history to providing personalized discounts at the point of sale, GenAI ensures that these interactions are both fluid and immediate.</li>
<li>This tool is ideal for finding unique gifts, hard-to-find collectibles, or even getting style advice.</li>
<li>Businesses can leverage the benefits of AI incorporation to gain deeper insights into their data.</li>
<li>Many of these firms are also looking at companies that focus on the customer experience SaaS industry, and as such, this creates a unique opportunity for investors and businesses.</li>
<li>Organizations are constantly searching for innovative ways to enhance the customer experience to stay competitive.</li>
</ul>
<p>
<p>AI-driven chatbots and virtual assistants can interact with multiple customers simultaneously, providing immediate answers to their questions and guiding them through complex processes without delay. Additionally, Freshworks recognizes the <a href="https://www.metadialog.com/blog/generative-ai-for-customer-experience-impact-of-gen-ai-on-cx/">generative ai customer experience</a> value of generative AI in assisting customer service agents. By equipping agents with AI-powered tools and capabilities, they can efficiently address customer problems, leverage automated suggestions, and provide personalized support.</p>
</p>
<p>
<p>Generative Artificial Intelligence is used for marketing purposes as it is a powerful tool for developing compelling ad copy, product descriptions and social media posts. Generative AI also helps in pivoting the content to resonate with the targeted audience of a particular business by making sure that the marketing efforts are engaging and relevant. Many brands are still experimenting with this technology in customer service departments because they are concerned it will hallucinate or otherwise provide inaccurate answers. This happened recently to an Air Canada customer who was granted a refund via a bot and then told “no” by a human at the company.</p>
</p>
<p>
<p>Whether through chat support, video calls, or phone assistance, real-time human interaction can offer empathy, understanding, and personalized solutions that automated systems may struggle to provide. This not only resolves complex issues more effectively, but adds a crucial element of trust and emotional connection, leaving customers feeling valued and supported. The company’s customers value sustainability and environmental/social/governance (ESG) compliance. This frees up resources so team members can work on more high-impact customer outreach projects and align with their ESG compliance. Generative AI has an incredible ability to generate content but how easy is it to control such information?</p>
</p>
<p>
<p>In &#8220;Why consumers love generative AI&#8221;, we explore the potential of generative AI as well as its reception by consumers, and their hopes around it.</p>
</p>
<p>
<p>As an aside, an exciting additional technology is voice-to-text, where humans can speak naturally and generative AI understands the context and delivers a text answer back to the customer. This approach can be a bit more complex than helping with call wrap-ups as the voice quality, language, accent, and complexity of technical terms can interfere with the process. But, in short, the second recommendation for IT leaders is to start simply with generative AI. Automatic summary allows agents to spend less time on administrative tasks and more time delivering exceptional customer service. Whether you&#8217;re a fan or a critic, it&#8217;s undeniable that generative AI has demonstrated its potential to enhance productivity for professionals. According to PwC, AI is set to be the key source of transformation, disruption and competitive advantage in today’s fast changing economy, with the potential to contribute up to $15.7 trillion to the global economy in 2030.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Which is the best generative AI tool?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Among the best generative AI tools for images, DALL-E 2 is OpenAI&apos;s recent version for image and art generation. DALL-E 2 generates better and more photorealistic images when compared to DALL-E. DALL-E 2 appropriately goes by user requests.</p>
</div></div>
</div>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>What is the use of AI in customer experience?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>AI can use data&#x2014;like order history, behaviors, and preferences&#x2014;to anticipate customer needs and identify potential problems. This allows you to generate proactive solutions and improve customer retention.</p>
</div></div>
</div>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>How to use AI in customer service?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<ol>
<li>Customer service chatbots for common questions.</li>
<li>Customer self-service chatbots.</li>
<li>Support ticket organization.</li>
<li>Opinion mining.</li>
<li>Competitor review assessment.</li>
<li>Multilingual queries.</li>
<li>Machine learning for tailoring customer experience.</li>
<li>Machine learning for inventory management.</li>
</ol>
<div></div>
</p>
</div></div>
</div>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>What is the benefits of generative AI?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Generative AI excels in data analysis. So it is especially valuable for companies working with large datasets. It can identify trends, patterns, and anomalies. Such data enables data-driven decision-making and a deeper understanding of operations, customer behavior, and market dynamics.</p>
</div></div>
</div>
]]></content:encoded>
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		<title>How to Build a Large Language Model from Scratch Using Python</title>
		<link>http://www.gadgetabbey.com/?p=10446</link>
		<comments>http://www.gadgetabbey.com/?p=10446#comments</comments>
		<pubDate>Fri, 07 Jun 2024 17:59:13 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Artificial intelligence]]></category>

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		<description><![CDATA[How to Build an LLM From Scratch with Python? by Rehmanabdul ???????? ???????????????????? ???????? Attention score shows how similar is the given token to all the other tokens in the given input sequence. Sin function is applied to each even &#8230; <a href="http://www.gadgetabbey.com/?p=10446">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
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<h1>How to Build an LLM From Scratch with Python? by Rehmanabdul ???????? ???????????????????? ????????</h1>
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" width="303px" alt="build llm from scratch"/></p>
<p>
<p>Attention score shows how similar is the given token to all the other tokens in the given input sequence. Sin function is applied to each even dimension value whereas the Cosine function is applied to the odd dimension value of the embedding vector. Finally, the resulting positional encoder vector will be added to the embedding vector. Now, we have the embedding vector which can capture the semantic meaning of the tokens as well as the position of the tokens. Please take note that the value of position encoding remains the same in every sequence. Evaluating the performance of LLMs is as important as training them.</p>
</p>
<p>
<p>Likewise, banking staff can extract specific information from the institution&#8217;s knowledge base with an LLM-enabled search system. For many years, I&#8217;ve been deeply immersed in the world of deep learning, coding LLMs, and have found great joy in explaining complex concepts thoroughly. <a href="https://play.google.com/store/apps/datasafety?id=pl.edu.pg.chatpg&amp;hl=cs&amp;gl=US">Chat GPT</a> This book has been a long-standing idea in my mind, and I&#8217;m thrilled to finally have the opportunity to write it and share it with you. Those of you familiar with my work, especially from my blog, have likely seen glimpses of my approach to coding from scratch.</p>
</p>
<p>
<p>At their core, these models use machine learning techniques for analyzing and predicting human-like text. Having knowledge in building one from scratch provides you with deeper insights into how they operate. Researchers often start with existing large language models like GPT-3 and adjust hyperparameters, model architecture, or datasets to create new LLMs. For example, Falcon is inspired by the GPT-3 architecture with specific modifications.</p>
</p>
<p>
<p>Right now we are passing a list of messages directly into the language model. Usually, it is constructed from a combination of user input and application logic. This application logic usually takes the raw user input and transforms it into a list of messages ready to pass to the language model. Common transformations include adding a system message or formatting a template with the user input.</p>
</p>
<p>
<p>LLMs can ingest and analyze vast datasets, extracting valuable insights that might otherwise remain hidden. These insights serve as a compass for businesses, guiding them toward data-driven strategies. LLMs are instrumental in enhancing the user experience across various touchpoints. Chatbots and virtual assistants powered by these models can provide customers with instant support and personalized interactions. This fosters customer satisfaction and loyalty, a crucial aspect of modern business success. The exorbitant cost of setting up and maintaining the infrastructure needed for LLM training poses a significant barrier.</p>
</p>
<p>
<h2>What types of data do domain-specific large language models require to be trained?</h2>
</p>
<p>
<p>By incorporating the feedback and criteria we received from the experts, we managed to fine-tune GPT-4 in a way that significantly increased its annotation quality for our purposes. Kili Technology provides features that enable ML teams to annotate datasets for fine-tuning LLMs efficiently. For example, labelers can use Kili’s named entity recognition (NER) tool to annotate specific molecular compounds in medical research papers for fine-tuning a medical LLM.</p>
</p>
<p>
<p>Be it X or Linkedin, I encounter numerous posts about Large Language Models(LLMs) for beginners each day. Perhaps I wondered why there’s such an incredible amount of research and development dedicated to these intriguing models. From ChatGPT to Gemini, Falcon, and countless others, their names swirl around, leaving me eager to uncover their true nature. These burning questions have lingered in my mind, fueling my curiosity. This insatiable curiosity has ignited a fire within me, propelling me to dive headfirst into the realm of LLMs.</p>
</p>
<p>
<p>LLMs adeptly bridge language barriers by effortlessly translating content from one language to another, facilitating effective global communication. By using Towards AI, you agree to our Privacy Policy, including our cookie policy. Wow, that sounds like an exciting project Looking forward to learning more about applying LLMs efficiently. I just have no idea how to start with this, but this seems &#8220;mainstream&#8221; ML, curious if this book would help with that.</p>
</p>
<p>
<p>Kili also enables active learning, where you automatically train a language model to annotate the datasets. Rather than building a model for multiple tasks, start small by targeting the language model for a specific use case. For example, you train an LLM to augment  customer service as a product-aware chatbot. ChatLAW is an open-source language model specifically trained with datasets in the Chinese legal domain. The model spots several enhancements, including a special method that reduces hallucination and improves inference capabilities. So, we need custom models with a better language understanding of a specific domain.</p>
</p>
<p>
<p>Unlike conventional language models, LLMs are deep learning models with billions of parameters, enabling them to process and generate complex text effortlessly. Their applications span a diverse spectrum of tasks, pushing the boundaries of what’s possible in the world of language understanding and generation. The GPTLanguageModel class is our simple representation of a GPT-like architecture, constructed using PyTorch.</p>
</p>
<p>
<p>Finally, save_pretrained is called to save both the model and configuration in the specified directory. A simple way to check for changes in the generated output is to run training for a large number of epochs and observe the results. The original paper used 32 heads for their smaller 7b LLM variation, but due to constraints, we’ll use 8 heads for our approach. Now that we have a single masked attention head that returns attention weights, the next step is to create a multi-Head attention mechanism. To create a forward pass for our base model, we must define a forward function within our NN model.</p>
</p>
<p>
<h2>Q. What are the training parameters in LLMs?</h2>
</p>
<p>
<p>Self.mha is an instance of MultiHeadAttention, and self.ffn is a simple two-layer feed-forward network with a ReLU activation in between. Seek’s AI code generator creates accurate and effective code snippets for a range of languages and frameworks. It simplifies the coding process and gradually adapts to a user’s unique coding preferences. OpenAI Codex is an extremely flexible AI code generator capable of producing code in various programming languages. It excels in activities like code translation, autocompletion, and the development of comprehensive functions or classes. Text-to-code AI models, as the name suggests, are AI-driven systems that specialize in generating code from natural language inputs.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="301px" alt="build llm from scratch"/></p>
<p>
<p>Everyone can interact with a generic language model and receive a human-like response. Such advancement was unimaginable to the public several years ago but became a reality recently. You’ll attend a Learning Consultation, which showcases the projects your child has done and comments from our instructors. This will be arranged at a later stage after you’ve signed up for a class.</p>
</p>
<p>
<p>Commitment in this stage will pay off when you end up having a reliable, personalized large language model at your disposal. Data preprocessing might seem time-consuming but its importance can’t be overstressed. It <a href="https://chat.openai.com/">https://chat.openai.com/</a> ensures that your large language model learns from meaningful information alone, setting a solid foundation for effective implementation. The evaluation of a trained LLM’s performance is a comprehensive process.</p>
</p>
<p>
<ul>
<li>Large Language Models, like ChatGPTs or Google&#8217;s PaLM, have taken the world of artificial intelligence by storm.</li>
<li>”, these LLMs might respond back with an answer “I am doing fine.” rather than completing the sentence.</li>
<li>Consider the programming languages and frameworks supported by the LLM code generator.</li>
<li>While this demonstration considers each word as a token for simplicity, in practice, tokenization algorithms like Byte Pair Encoding (BPE) further break down each word into subwords.</li>
<li>The original paper used 32 layers for the 7b version, but we will use only 4 layers.</li>
</ul>
<p>
<p>These models possess the prowess to craft text across various genres, undertake seamless language translation tasks, and offer cogent and informative responses to diverse inquiries. I’ll be building a fully functional application by fine-tuning Llama 3 model, which is one of the most popular open-source LLM model available in the market currently. Third, we define a project function, which takes in the decoder output and maps the output to the vocabulary for prediction. Finally, all the heads will be concatenated into a single Head with a new shape (seq_len, d_model). This new single head will be matrix multiplied by the output weight matrix, W_o (d_model, d_model). The final output of Multi-Head Attention represents the contextual meaning of the word as well as ability to learn multiple aspects of the input sentence.</p>
</p>
<p>
<p>In this comprehensive course, you will learn how to create your very own large language model from scratch using Python. As of today, OpenChat is the latest dialog-optimized large language model inspired by LLaMA-13B. The training method of ChatGPT is similar to the steps discussed above. It includes an additional step known as RLHF apart from pre-training and supervised fine tuning. Selecting an appropriate model architecture is a pivotal decision in LLM development. While you may not create a model as large as GPT-3 from scratch, you can start with a simpler architecture like a recurrent neural network (RNN) or a Long Short-Term Memory (LSTM) network.</p>
</p>
<p>
<p>Then, it trained the model with the entire library of mixed datasets with PyTorch. PyTorch is an open-source machine learning framework developers use to build deep learning models. This class is pivotal in allowing the transformer model to effectively capture complex relationships in the data. By leveraging multiple attention heads, the model can focus on different aspects of the input sequence, enhancing its ability to understand and generate text based on varied contexts and dependencies.</p>
</p>
<p>
<p>This method has resonated well with many readers, and I hope it will be equally effective for you. Models may inadvertently generate toxic or offensive content, necessitating strict filtering mechanisms and fine-tuning on curated datasets. Extrinsic methods evaluate the LLM’s performance on specific tasks, such as problem-solving, reasoning, mathematics, and competitive exams. These methods provide a practical assessment of the LLM’s utility in real-world applications.</p>
</p>
<p>
<p>Hugging Face provides an extensive library of pre-trained models which can be fine-tuned for various NLP tasks. A Large Language Model (LLM) is akin to a highly skilled linguist, capable of understanding, interpreting, and generating human language. In the world of artificial intelligence, it&#8217;s a complex model trained on vast amounts of text data.</p>
</p>
<p>
<p>Instead, it has to be a logical process to evaluate the performance of LLMs. In the dialogue-optimized LLMs, the first and foremost step is the same as pre-training LLMs. Once pre-training is done, LLMs hold the potential of completing the text. Generative AI is a vast term; simply put, it&#8217;s an umbrella that refers to Artificial Intelligence models that have the potential to create content. Moreover, Generative AI can create code, text, images, videos, music, and more.</p>
</p>
<p>
<p>While creating your own LLM offers more control and customisation options, it can require a huge amount of time and expertise to get right. Moreover, LLMs are complicated and expensive to deploy as they require specialised GPU hardware and configuration. Fine-tuning your LLM to your specific data is also technical and should only be envisaged if you have the required expertise in-house. This is a simple example of using LangChain Expression Language (LCEL) to chain together LangChain modules. There are several benefits to this approach, including optimized streaming and tracing support. This contains a string response along with other metadata about the response.</p>
</p>
<p>
<h2>What is a Large Language Model?</h2>
</p>
<p>
<p>This guide (and most of the other guides in the documentation) uses Jupyter notebooks and assumes the reader is as well. Every application has a different flavor, but the basic underpinnings of those applications overlap. To be efficient as you develop them, you need to find ways to keep developers and engineers from having to reinvent the wheel as they produce responsible, accurate, and responsive applications. In the rest of this article, we discuss fine-tuning LLMs and scenarios  where it can be a powerful tool. We also share some best practices and lessons learned from our first-hand experiences with building, iterating, and implementing custom LLMs within an enterprise software development organization.</p>
</p>
<p>
<p>It provides a more affordable training option than the proprietary BloombergGPT. FinGPT also incorporates reinforcement learning from human feedback to enable further personalization. FinGPT scores remarkably well against several other models on several financial sentiment analysis datasets.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px" alt="build llm from scratch"/></p>
<p>
<p>Their unique ability lies in deciphering the contextual relationships between language elements, such as words and phrases. For instance, understanding the multiple meanings of a word like “bank” in a sentence poses a challenge that LLMs are poised to conquer. Recent developments have propelled LLMs to achieve accuracy rates of 85% to 90%, marking a significant leap from earlier models.</p>
</p>
<p>
<h2>How Much Data is Required?</h2>
</p>
<p>
<p>You&#8217;ll journey through the intricacies of self-attention mechanisms, delve into the architecture of the GPT model, and gain hands-on experience in building and training your own GPT model. Finally, you will gain experience in real-world applications, from training on the OpenWebText dataset to optimizing memory usage and understanding the nuances of model loading and saving. One of the astounding features of LLMs is their prompt-based approach. Instead of fine-tuning the models for specific tasks like traditional pretrained models, LLMs only require a prompt or instruction to generate the desired output. The model leverages its extensive language understanding and pattern recognition abilities to provide instant solutions.</p>
</p>
<p>
<p>Whenever they are ready to update, they delete the old data and upload the new. Our pipeline picks that up, builds an updated version of the LLM, and gets it into production within a few hours without needing to involve a data scientist. Generative AI has grown from an interesting research topic into an industry-changing technology.</p>
</p>
<p>
<p>These encompass data curation, fine-grained model tuning, and energy-efficient training paradigms. The answers to these critical questions can be found in the realm of scaling laws. Scaling laws are the guiding principles that unveil the optimal relationship between the volume of data and the size of the model. At the core of LLMs, word embedding is the art of representing words numerically.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="305px" alt="build llm from scratch"/></p>
<p>
<p>Inside the transformer class, we’ll first define encode function that does all the tasks in encoder part of transformer and generates the encoder output. Next, we’ll perform a matrix multiplication of Q with weight W_q, K with weight W_k, and V with weight W_v. The resulting new query, key, and value embedding vector has the shape of (seq_len, d_model). The weight parameters will be initialized randomly by the model and later on, will be updated as model starts training. Because these are learnable parameters which are needed for query, key, and value embedding vectors to give better representation. Obviously, this is not so intelligent model, but when it comes to the architecture, its has all advance capabilities.</p>
</p>
<p>
<p>The initial cross-entropy loss before training stands at 4.17, and after 1000 epochs, it reduces to 3.93. In this context, cross-entropy reflects the likelihood of selecting the incorrect word. Batch_size determines how many batches are processed at each random split, while context_window specifies the number of characters in each input (x) and target (y) sequence of each batch. Over the past year, the development of Large Language Models has accelerated rapidly, resulting in the creation of hundreds of models. To track and compare these models, you can refer to the Hugging Face Open LLM leaderboard, which provides a list of open-source LLMs along with their rankings.</p>
</p>
<p>
<p>The process of training an LLM involves feeding the model with a large dataset and adjusting the model’s parameters to minimize the difference between its predictions and the actual data. Typically, developers achieve this by using a decoder in the transformer architecture of the model. Dialogue-optimized Large Language Models (LLMs) begin their journey with a pretraining phase, similar to other LLMs. To generate specific answers to questions, these LLMs undergo fine-tuning on a supervised dataset comprising question-answer pairs.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Is MidJourney LLM?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<p>Although the inner workings of MidJourney remain a secret, the underlying technology is the same as for the other image generators, and relies mainly on two recent Machine Learning technologies: large language models (LLM) and diffusion models (DM).</p>
</div></div>
</div>
<p>
<p>Once we have the data, we’ll need to preprocess it by cleaning, tokenizing, and normalizing it. Post training, entire loaded text is encoded using our rained tokenizer. This process converts the text into a sequence of token IDs, which are integers that represent words or subwords in the tokenizer&#8217;s vocabulary.</p>
</p>
<p>
<div style='border: black dashed 1px;padding: 12px;'>
<h3>AI startup Anthropic gets $100M to build custom LLM for telecom industry &#8211; VentureBeat</h3>
<p>AI startup Anthropic gets $100M to build custom LLM for telecom industry.</p>
<p>Posted: Mon, 14 Aug 2023 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiY2h0dHBzOi8vdmVudHVyZWJlYXQuY29tL2FpL2FpLXN0YXJ0dXAtYW50aHJvcGljLWdldHMtMTAwbS10by1idWlsZC1jdXN0b20tbGxtLWZvci10ZWxlY29tLWluZHVzdHJ5L9IBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>If you already know the fundamentals, you can choose to skip a module by scheduling an assessment and interview with our consultant. The best age <a href="https://www.metadialog.com/blog/fine-tuning-large-language-models-a-complete-guide-to-building-an-llm/">build llm from scratch</a> to start learning to program can be as young as 3 years old. This is the best age to expose your child to the basic concepts of computing.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>What is custom LLM?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<p>Custom LLMs undergo industry-specific training, guided by instructions, text, or code. This unique process transforms the capabilities of a standard LLM, specializing it to a specific task. By receiving this training, custom LLMs become finely tuned experts in their respective domains.</p>
</div></div>
</div>
<p>
<p>Let’s train the model for more epochs to see if the loss of our recreated LLaMA LLM continues to decrease or not. In the forward pass, it calculates the Frobenius norm of the input tensor and then normalizes the tensor. This function is designed for use in LLaMA to replace the LayerNorm operation. We’ll incorporate each of these modifications one by one into our base model, iterating and building upon them. Our model incorporates a softmax layer on the logits, which transforms a vector of numbers into a probability distribution. Let’s use the built-in F.cross_entropy function, we need to directly pass in the unnormalized logits.</p>
</p>
<p>
<p>Transformers represented a major leap forward in the development of Large Language Models (LLMs) due to their ability to handle large amounts of data and incorporate attention mechanisms effectively. With an enormous number of parameters, Transformers became the first LLMs to be developed at such scale. They quickly emerged as state-of-the-art models in the field, surpassing the performance of previous architectures like LSTMs.</p>
</p>
<p>
<p>Think of it as building a vast internal dictionary, connecting words and concepts like intricate threads in a tapestry. This learned network then allows the LLM to predict the next word in a sequence, translate languages based on patterns, and even generate new creative text formats. We think that having a diverse number of LLMs available makes for better, more focused applications, so the final decision point on balancing accuracy and costs comes at query time. While each of our internal Intuit customers can choose any of these models, we recommend that they enable multiple different LLMs.</p>
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<p>You can foun additiona information about <a href="https://techunwrapped.com/metadialog-ai-how-to-use-ai-to-deliver-better-customer-service/">ai customer service</a> and artificial intelligence and NLP. Recent research, exemplified by OpenChat, has shown that you can achieve remarkable results with dialogue-optimized LLMs using fewer than 1,000 high-quality examples. The emphasis is on pre-training with extensive data and fine-tuning with a limited amount of high-quality data. Ensuring the model recognizes word order and positional encoding is vital for tasks like translation and summarization. It doesn’t delve into word meanings but keeps track of sequence structure.</p>
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<p>These methods utilize traditional metrics such as perplexity and bits per character. Understanding and explaining the outputs and decisions of AI systems, especially complex LLMs, is an ongoing research frontier. Achieving interpretability is vital for trust and accountability in AI applications, and it remains a challenge due to the intricacies of LLMs. This mechanism assigns relevance scores, or weights, to words within a sequence, irrespective of their spatial distance. It enables LLMs to capture word relationships, transcending spatial constraints. Dialogue-optimized LLMs are engineered to provide responses in a dialogue format rather than simply completing sentences.</p>
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<p>Today, Large Language Models (LLMs) have emerged as a transformative force, reshaping the way we interact with technology and process information. These models, such as ChatGPT, BARD, and Falcon, have piqued the curiosity of tech enthusiasts and industry experts alike. They possess the remarkable ability to understand and respond to a wide range of questions and tasks, revolutionizing the field of language processing. Second, we define a decode function that does all the tasks in the decoder part of transformer and generates decoder output. You will be able to build and train a Large Language Model (LLM) by yourself while coding along with me.</p>
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<h2>Why is LLM not AI?</h2>
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<p>They can&apos;t reason logically, draw meaningful conclusions, or grasp the nuances of context and intent. This limits their ability to adapt to new situations and solve complex problems beyond the realm of data driven prediction. Black box nature: LLMs are trained on massive datasets.</p>
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<h2>Is MidJourney LLM?</h2>
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<p>Although the inner workings of MidJourney remain a secret, the underlying technology is the same as for the other image generators, and relies mainly on two recent Machine Learning technologies: large language models (LLM) and diffusion models (DM).</p>
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