{"id":1197,"date":"2023-09-07T09:41:12","date_gmt":"2023-09-07T12:41:12","guid":{"rendered":"https:\/\/nilwo.com\/tumundoanimaciones\/?p=1197"},"modified":"2023-12-27T05:02:47","modified_gmt":"2023-12-27T08:02:47","slug":"machine-learning-what-it-is-tutorial-definition","status":"publish","type":"post","link":"https:\/\/nilwo.com\/tumundoanimaciones\/2023\/09\/07\/machine-learning-what-it-is-tutorial-definition\/","title":{"rendered":"Machine Learning: What It is, Tutorial, Definition, Types"},"content":{"rendered":"<p><h1>What is Machine Learning and How Does It Work? In-Depth Guide<\/h1>\n<\/p>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\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s9lLbyxy20VnEZmMRhY2SRKxUK2vDaDjI7+dcdryMLgc1CdKst5t\/2szGFP3XGXUmW6O2ZL7a+zrmc6pbnatnNIeeAWv7fCLnmI0XSijuVFHdXWfLtOLjZf+Hn\/ANWGuD7pbTFpc2Nwyl1tLq3umVcBnW2uI5ii55BmCEDPLJqd+UJ2mx7fls5IoZLcW0ckREpjYsZHRgV4bEYGk9fGtalCXa6c4r3UpL5aaFnH30+Wp2S02Ra7qbIttofAo7+9nWAtJLpJEt2ocqsjRsYbaMZAWMDXw11ekxaqewntuudr38VrJa20UbRyyM8KTCVBGmR6TSlQpYopJH5wHfUO7Ou3yCOyTZ21bJr+GFFgRo1t5hJFFjhJPDcyIuuMLGBIrEnQpwGGThX\/AG4W9i8PxLsxNnxiRZLlpFhjuLyNM\/8AZWMDScOI5J1l3w2MLgEN5jwVSanGpTcptu029LcuenkrGORu91r1LHlIXy2+8CzPyS3k2fO\/qSEwyMfsqanPl3WLMmx7gDMUbXMDMOYD3K2skYyOWGWCf7Nc27fe1S326lvwrJrSeOTXLK4gZpV4TRiPiR+m6qSpGrAwo5VvOzHt\/W3thYbUtPjK2RBEjAQyyGJcaIZ4bkrHOEwAH1KcIuQxBY7xoVoxo1VDWCacbq7TVrrkWyySi7bcjkG6W7FxtKRobSFrmVI2nZFKAiOPALEuyr1KqBnJLADJNdH8lG2aLbNukiNE6R3KukitHIjCBsq6OAyMO8EA1MrryhbKwhlj2Nsv4HJL1aSO1tolbBAkdLSWRrhlzyVmTr17jyfsl38+LNoLtC4WS7Y8dpNJTiyyXKtqkJchclmLHp15eFdVSVevSqJwsnG0VfVu3oXeaSehIfK5\/re6\/urf\/QWuseR9\/VG1\/wDF3P8A4ZY1wDto3yTbN7NeRxtAsqRIEkKFxwowhJKEjmRnrUx7E+2KLY1le2clvLO11NLMrxmIIgltLe3CsHYNkGJmOB0YVjiMNUlgo00veWXT5blZQbgl8jB8jz+tbL+4n\/6c08sP+tb3+4g\/6cVGexLe9di3kF3JG06wxyRlIygdjJEYwRrIGAefWnbbveu2rye7jjaBZo44wkhQupjiEZJ0EjBPPrXTwZ9v4tvdy2v53L2fEzcv8n0F5YH9UbI\/xdt\/4ZfVyfyRv63tf7q4\/wBBqyu2ztii2zZWVnHbywNazRTM8hiKOIrS4tyqhGLZJlVhkdFNQ7sX3yTY17DeSRtOsSSoUjKBzxYygILkDkTnrXNh8NUjgpU2veebT57FIwag18zoHb\/fLb7xwTOdKW8+zZ3J5BUhe3kdie4BVY\/VXZ\/KZ7S73YQsZLSKCSG4MkcrzxzyBJVEbRIDFcxBdaccjOc8E9Mc\/lftp3xTbN7NdpG0KSpGmiQoXHCjCHOglcHHjXSezbyhFhthY7VtTtKBEESuBDLI8a4CxXMNywjn0gACQuCQq6gzZc41cDPh0ZuGbKrSh9P2IlTdk7bci7sHyj9r3kscFva2c80udEaQXZdtKlmPPaIAAAJJJAAHM1yTtL3wn2vcvc3SRxTBFt2SJJYVXgFxpZJpXdZASwYE8iMYGDXbP\/x\/2ds9JPijY4tppRpLyRWloniOJ8ElkkmVTz4epB15r1r582\/taS8lmuJ24k1w5lkbAXUzeAXkqgYAA6BQK7MFRSm5KkoK2j5vrouX8+V6cdb2sYNRTtD\/AO4\/z\/8Al1K6xrzd9b0orOYyuQuF1A6hklz+aBpHvp7ZdsJP6f8AJFcQ0qbb\/mpzCpXsvetoLZYY2ZHSbi8sgMPA1oLiwIeREzLoJGVBOQD15d1Y4hJ\/NJ7uh6+HTrXwrSZ57SluS6z38cOZHUMQrKoHIAvzy3jVuLtDuU16XxrIJ5Z5r4Vrtk7pXFwvESM6AdJY+io9uegrybdaYaiAGVORcEaCfAHvNVtEplg+h5Zb1TxM7q+GkbW3fknlmvYd651BHFJU59E\/J9LOcCsG82TJHgshwehHMc\/WKwmGPVVrIvliS\/smuxHcEswXKMAWOBkjpmp9HeKMflI8hi3y1\/OGK43s2wec6YxqbGcd+BRtnvlhoJ0HBwCwB8Miqyhdmc6ak73Oj9odyvwXTrRmMi4VWDHA7+VcurZbN2JJMksiLlYRlz0x+JrDtbZpMhVLEDJxz5DvqYqxeCUVYs0rO2Pst7htCDmASc8goHUknoKoNg2SOXI4znIOO8EdRVi9zEqbdi0mm9gHz1lU\/wDyXb\/YVHLHZ2TknkvM+v1VsdyZTDMs46xOP+bIP3Ej66zq\/AzfD6VEzt21LRldmj69SvcfEjwz3itJtTbz\/JIKFeWMer1daky7TWQJIOWeo9ta\/bcCSFdXI5B9RBrzYzsetOknqjB2Tt9m9EAufUp5eqqd4oitteyN8rguAO5daFOve3PHq++t\/ZhUHIYHdUW7VtoiO1eMfKnwPWFBDMfrAx9dWjLNJJdSsqeWDb6HD5ExjwPMeuqK2lpb8SPHeCSPV6vZWvmhK9Rj9VeoeIW6UpQClKUApSsjZ1m0zKiDUzHAFAfR24lhDs2KKVQsk4hVxKVUBBImpmQkZXqoyeeF9fLQ7Bntrlm+Dx6b0GSSYtq1+jJpyGZSFiAMeViBfmcqcE1n2waC0ttYy8UYhOMNgxExjB54yFHQH2VymJBE7yYbUzs3XSU1ZyFxzB59TzGPbXnp6ttntraKSVufod62LtL4O0cbziLWMENwoWZsEkxoWZygHVnJz+jyUU9tcRfZ8rxvx+BLDI40jIiSUc20jDAMwJbwzmuK7GvFE0eVypPpN+cQwKHV9TZz6q71sGR1kjgdVmhuFMZZtWJImGllcjKyHGRk47s561m3aSZq4qcGkcuO8VpHLBczNxnKf0I9OKIgDBA6fVVnf\/bFteWqzLEI2kn0u6qAQFHIKPDpXNt7dhm0mu4hmSO2uJbYSdzcKRkBOOWSBnFVbX3jeeKKDSqJFz9EYLHGNTeuutUEmmjyXiG04tGmkxk46d3sqmvQKrnhKHSwKnwPXnXScpbpV63tmfVpUtoGpsdw8TVmgOsUqMeeC\/Rn7Q\/Cnngv0Z+0Pwr7vvfCeP7P8HocaHUk9KjHngv0Z+0Pwp54L9GftD8Kd74Tx\/Z\/gcaHUk9KjHngv0Z+0Pwp54L9GftD8Kd74Tx\/Z\/gcaHUk9KjHngv0Z+0Pwp54L9GftD8Kd74Tx\/Z\/gcaHUk9KjHngv0Z+0Pwp54L9GftD8Kd74Tx\/Z\/gcaHUk9KjHngv0Z+0Pwp54L9GftD8Kd74Tx\/Z\/gcaHUk9KjHngv0Z+0Pwp54L9GftD8Kd74Tx\/Z\/gcaHUk9KjHngv0Z+0Pwp54L9GftD8Kd74Tx\/Z\/gcaHUk9KjHngv0Z+0Pwp54L9GftD8Kd74Tx\/Z\/gcaHUk9KjHngv0Z+0Pwp54L9GftD8Kd74Tx\/Z\/gcaHUk9KjHngv0Z+0Pwp54L9GftD8Kd74Tx\/Z\/gcaHUk9XJtsR28NwsmRxtAGkgPhDIG0\/bXNRTzwX6M\/aH4Vp95dsi54eFK6NXUg51afAer768\/2p7Rw9bDShCV27aWfKSfQxrzhODjfp\/cmG6O8VtZpOsbelL0d11OFxzUeut1u5vPbzKuIgvwNuMzED0wchiR99cdArcWG3OFDJEqANLyaT87T82vkXBM8+VJMnO1e0pdPCiGI2Yh1wNLKzE55c81jNvNaMGiKsIFXUq89RkPXT4CubUqVBIsqUUdFXtGWJUSKBSEOfT9IEY8D31Ft5dtLd4cxCOXPpFMBGHs7jWjrabF2BLdajGmQvVj6Kj1ZPfSyWoUIx1MfZG0GgbWvysFR6tQxms3ZG8sturqjDEhJbIBJJ9tbg9nk4QPlMnPoBgW5ezxrcQbtwW0ExnXiOEOWzyRz8lE8WHfUOSIc4\/M0WwN6VtowmjWZHLS56FSegHQ17BtVo5ZpYQIUlBAQgE4IxnHdWm2Xa8tbDPzR3e01lZ1Z59KtlRfIi31z+lzPi3Pvqlcjpn1eur\/AAfDlV2zU5wegyfdUli\/EuBVjZA0uR3Py+sHl\/uPrq1dbVVc6fTP3e\/v+qqbK51cxyYHp1xzyPaOlVkrovCVncmdhftCQjfJPQ+FSSG+L4zzxWg2LdR3q6T+TkTqvfy\/PTxX9VZu0ImQKq8yOWfGvOnT1PXpz0NxtbbYUAZ+TzNc73r2mZtTE8z6CjuA78fVW3u4sIzzNpReZ8W8FHiT4VEpLgXDjTphXBA1k4AUFssVUnU2AAADzKj11tQpa3OfFVtLFOzRgN9VW9okDBPsr23uApIJxkDr+PSvb+HUPYQf9v8Aeu0841MoGeQxXptj3c6uTYXkOtVwx8udCDCZcdeVeVsyB0P31bnseWR7qAwK3m49y0c8bKvE54IHXSeRNaQithu+0okVoQS68+X+\/qqsldMtF2aPovdoLJxI+YVlaRVbmVOcMBnuyVPtY+NQzevYIBblj3YrUbN3mu1uIJZYyI48pIFGcxyYDHA5sVwrgDmTGBXU9qbPE6lhzyNXLBDAjOQfDB6+uvPcXDc9alPMtORyDdLZ5lmRQM4f36RqI9w++u8bs24W7tAnJQQ50kpkjPXSR7OffUZ3V2F8FMUhGWImf\/Npbl\/ySKD7KkWzb9bb4RdHmsEUkw9YjQuAPW2AMeJqj1ehutFc5Hti6s5lvYpJTGTcmQHmSXLEyFv82qs+y2FsueMCJwCMK7OcMTjJ0Z8a4o7FiSTkk5J6kknmfWa9dSvI5U+HQ13Oh0kzye0dYomG9E9vJcwR28fAiiZUZicl8MMuxqSb27Pt7i5jnt5RoHJw2MFowByHg1coqsZHiB9eKtwttSnF3uvM6tvrLBDFcLCFjluNC4QgjSRk58DmuTsMUZs+uvKtCOVFJzzM6vpHhTSPCvaV+n5UeieaR4U0jwre32591DAl3Jayx20ixus7IRCyz6eEwboQ+pMeOoVo6rFwl8NmFY80jwppHhXtKtlQPNI8KaR4V7SmVA80jwppHhXtKZUDzSPCmkeFe0plQPNI8KaR4V7SmVA80jwppHhXtdK3V7F7u+sJNpxNDwlWaRImdxPMtq8iSlcRlFbVHKFDMNWnmVBBrKrUp0lebSV7fVkNpbnNNI8KaR4V6DStcqJseaR4U0jwr2lMqB5pHhTSPCvaUyoHmkeFNI8K2W72w5r1xFbQSXUhGdESM5A6anwMRpnlqYgeupJtrsm2naoZJdnzqijJZBHcFR3lltpJHVR1JIwAMnFZSqUovLJxT6Nq5F0QnT6qaR4V6pz681Jezm1gkmf4SCY44jIMBmXXxIkGsICSNLOcerPdVMVXhh6UqslolyLKN3YiW2TbEBHZ50eASSvFptzYzDJaF1nUi7KnRjQ6awTpydNYO73Zo0xDSTIkJiE4kUhlIPcD4g8iOoxXYN4NxYr3S9sYWiTXJNGNUaYRkUZ4RTVIdeoAMrARn2VFt392UjTakDsfTZ4woOpkGpWDR5\/O5DB95NfnGK9oOvNzk35bbcttDCtgqs9n9bHMt8dixWyJwszZ6zA+gT83HdTdTbtxHG0UcfGizqZdGRn1kVr9rX7QrNaDBSOVl1EaWbhuVBIJ9EnHSthuhvi1qvBKgxO2SR6LrnvBFS1oeY4vLbcmdnZMf6KNY7l0yQWPDgB7+f8A3h8K1O37bi2VsWOHjmaKTnzYjJJx3nAPOq9+pjZx2vDkzxHMxOcu45FdXq7qwd675X4fDbUJBx2A6I7gKV9owT\/nqkUZwTbTNBO\/h3cv59lW7PqRVRGAaqsI8ZJ7+VanSX8Vj3jZB93trJerEgoDSGE+FeAFDnmCK2birTA+GaAt220CrK3MMpyGU4IPjXWN2dux3EJdiA0Q\/KdwA+f\/AGT9xB9WeRvDnux7KlG50Fn8H2p8LkmjuuHGtikeeFK+py\/HIQjSCLcYYqNLyEEsFqk6akbU6rgYe+G3\/hbDHoxR\/JHzvGRvWegHcPaa0sMh6KM+s1ULUD11cMfrqyVtDOUm3dmBI2Se+rkVyVBA6GswLVqSLUakqUW0WeZq\/I1VHlWPJzoBqz+r\/aszXyUVYROQqzNPnkOnefH+FAV3MYPeAfaPcakG5foR3J+ScoCe8KWGeY7qjCnLDHPuraWO1jbE6AGVhoZW5q2OfMd2KrNXRaDsyebf2HGuJYro68huGG9EgEAjr1rpHZ9fcWApn0oXeI\/USyj6kMdcOtdpuw1x2gJHPUAxA9YFbzsw30+CtPxwSsz6mIHpRtpAyV6lSMAgc\/RHXnXJOm3H5HbRqRjPpc73drkAcuXL+fv99RftStSdm3CqdOuSNG640h+Lj2Fo0H11nWW8MNyv5KVJPUGGoe1TzrT9rt8qWEkOrElyRoAIDYhZZmfHXQNKJnxlHrrnp3zo7q0lw5fI5PBuCwTj8RdMeliOXM5BwKwd87YTXgRSAJOGgI6DIAzUc+MH06NbaeunJxVpZ2BDZOodD3jHSvRUHe7Z47nG1kjrcvYmQTi5QooBJ5as458vAVnbY3GhZbO2WRWVFcvKCuQx6A+Nceba0pz+Vf0uvpNz++rC3LDozD6z+NZqlPnL7GnFp7KP3Lu2LPgySR51cNiufHB61iVVI5JJJyT3nqaproOY6xSlK\/TT1T6z7Wf+FNnf4TZP6rOvkyvrPtZ\/4U2d\/hNk\/qs6+TK8n2P\/ANuf\/sl+xjR+F\/NlUaFiqqCzMQqqoLMzMQqqoAyzEkAAcySBXU9jeT3tW4QSfBkgBGQs80ccpB5g6E1lD+i+kjvAqWeRLuslxdXd5Iur4AkaQ5AKiW6MuqUfppHGVB8Lo9+MY\/advDt+7u7h4YdpW0EUzpbx28F5FFw43ZEd+HGPhBkADnia1y+AAoAqa+MqOs6NJxVkm3Lz2S\/n+ZlN5rK31OR76boXOy5BFeQNbOwLJq0tHKqkAtFJGzRyAZXIVsrrXIGRWJu1sGa\/lWC1he5mcEhEAJwMZdyxCxxjKgu5VQWAzzFfW+3bCfbm70zbRgeK+tYpp14sRt5jNY8QxzBHReGbiJdLaQFIuHxgYx859j\/alNsI3fAijmN6gjXWPTjmXUIXUqNUqAu2YCQGyMFDnVbD4ypWpTypZ4u1r+6\/O\/T8biM207bo38nk5bWC6+BExxnhi4i4v9n0sRZ\/+Jj11zDbeypbSSSGeJ7eWI4eORSrqeo5HqpGCGGVYEEEgg11ndHfrbyXNvM\/w+4RpU4qSWs5tpI2cB10LbCOIFS2GjC6eRFTfy7dmIDsq4AAkbj27MAMui8KVAx6kIxmwP8A37+NZ0sXWhXjSq5HmvZxvo11uQpyUknb6HDN3ezm+vYJLu3tTNbQ69cvFtIwvBXXJ6Etwsh0rz5Kc92a9i7N79rVr\/4HItokZnMztBD+SAzxVjllWZ0I5gqh1AgjIIr6V8leZE2HetInFjSS8aSP6RFgQvH\/AJlBX664lvn2+7Q2jFcQPwIre6RomijiOVjcY0iSR2YsBgahjxwOgU8ZiKtacIRjaMrNu+3rq\/RBTk5NK2jIpsrs9vbi1lv4rYyWcCyyST8W0UItqGaZuG9wJjoCucBCTjlnlUn3f7BNqXcSzLbLErjWizypDM6kZBEZyY8+Eug+IFdv8nraItd3Lucoswt02jOYn5pKIhNIYn\/QYLpPqY1xfdbt02mt3byy3jTRvNGJYCkKwNG8iq6IqxgxkKTpYHUCBktzzXtWKqyqRpqHuyau762\/fz0QzzbaVtDnO8OxZrKWSC5ia3miOHjcDIyMggqSroRzDqSpHQmuiboy7bGy7j4IX+KVS4aVg2zhw404j3YTiuLtFP5ViIxkkkpzY56P5duy1DbKuAAJGE9s5xzdFMMsYJ8ELT4H\/v2rZ9kH\/Cu1P8Ntb\/SuaipjuJhqdVxi7ySaauk9dV56afMhzvBStzPmjdDdmfaUot7SL4RMUaQIHhi9CPSGbVPIictS8tWefIVJdh9j20rqe4tUtCstoUW4LyQCCBpYknRWlSRkkdo3ibREXYCQagKlHkb\/ANbJ\/hLj9cFSDyku1W9tdo3dpaTGxitzCXMKxCS5lltLeUzTOyFiQjRRBQQMQjOe7atia7xDoUlH4b3d9Nbcty0pSzZVbY5d2h9l97sYK93Bpic6FmjZZoCxydDMvpRscHGtVzzxnBxErG1aZ0jjRpZJGCIiKzySMeioqglmPgK+xNzNtvvBu7fm8IllWG7haTSo1vbIZYZyqgKJFPAb0QBqjyAM4HMPIeso5L67kcAyQWmYQcErxZVSWRQfzgOGmodBOw\/OrOn7RmqNSVRLNB2dtnyRCqPK2+RHbHyddrSIHNvHESM8OS4iEvq5R60BPgXHXnipJvR2ZbL2VYlb6aSLbD2DXSQs7iP4U0DlII+DGYZI0nAizrbOnJOGFRDti7Q9oDaO0Qb25tfgt1NDFHHNNbxRRQyssJ4SOEbXEI3LMDr15OQQK7F5RQN5u\/sy7ulAvAtlNkqI34t1EizppwCoZWdzH0BhXl6AxlUq4nNS4kklJr4bp67LW911KtyurvfoRjs77WrHYeyNFkvE2m5XjJNG6CSeTVqmZ09GW1gUMqKrhiFjDaGkJrZdgPbve31\/b2d5w547ziKrJGIZIHjhknBBQ4eMiNlKsCfTB1eiQ3znu7s\/4TPawatHwmeG21Y1aOPMkWvTkatOrOMjOMZFfVWx9z9lblut3d3UlzdsjiBWQF8Y0ObWGJfRdg2gyyuQA+NSBmzXHYfD01KLi5Tndrm7+XRL+wqRir9Wch8rXd2Ox2pIIVEa3dvHfMqgBVllluIZCoHIazDxD+lKx760PZdfJbx3MjqHBkjUg9W4ccjAJz5uNbnHf9VaztY31fbN3PeOvDDhY4o86uDDECEjJA9JiS7sfnStjlgVO90NjwpbQFULi4jjlckSMHd0Uv3FUIPoYBGNOOuSeL27UdH2fGlO+Z5V6a6s68NF6Ed2r+WlSe0bAY4YHUr4Y9H6MUzgDPLOnqTVOy7CTjSrIy6tKuunmDG5cKc9dRZJcg9NNZG8lxb68pJ8FdW0hhxAAehRGUNjHMYJwSMHvrMggVmV0kab0cGXI1Nk5xkrpZMafRIIBGQOQx8NyO6xwjtk2Mbe5Z\/zbgawe7UuFce35Lf\/ABKhNdu8oax\/JQv8yTuyMCRDnrz6qncOtcTiTUQB1PKvToyzQR4GJhlqOxl2cRlI1ElV8SfsjPStmg+rHSvEj0AKPf4+Jq4q1qYlJTkw91XR6IHroBXslAU1ZlNVu9YxloQVEVS0lW2Ymq1AHXn6qEj1n6qsgaiMf+uOf6gaTPn6v58ax0chlK8iOY9o586EGfebPeMGRyqA6cIzpxXDfnLGGLY78nFUDnWPtRgzOVGlWYsF66c88cuuOY+qqrZ6ArNVCgr3TQFmRulFFeyRd9eE4+qgKL2bHIfxFYVek16i59n8\/fQGXsuPnn3e6smBRlSw1AMCR01AHmM+JHKsOOfGMVkq31UBPI7rEc89vITgGNYiApjAAJyo6nBBz660+80QItZRz40fpEYwXQjJI7j6QH1VptmXxibUO8FW9atyPqyB0qq+vw+lEBWOLIGepLHmx8OgrnjTyy0OiVVSjqYF6ccx1rc7HPLU7FyRjJJIC9Aq56DmeQ8a09wOdSPcXeRrWO\/gCqxvYDalmGWSJpEkfh4\/OOkD7J6rWzMbm1s9z4J0ikyYxo0uARgunou2SeQ1BuVc+2pAEeRVOpVYgHxA762O21ZS+GOnOcAkD0uvIHHX9daWojFrdkzknshSlKuUFKUoDrFKUr9NPVPrrtKsnm3W2akUbzObPZJCRo8shCpaMSFjUsQACTgdBXy75qXf\/wCyuv8A6W7\/AHNdg3R8piextrO1WxikWzt4bVXM0qs4t4kiDsBEQpYKDgE4zWz\/APzY3H\/8fD\/8+b9zXhYaGMw6lGNNNOTd8yW\/+jCCnHS3PqZ3kPbS4M21bOUGKVlhuFjdWjk\/ItLHMGVwCpXiWvokA+kaiPad2r7b2Xd3VvNetAElk4Oq22cElg4jGKSJnszxEKaOeSQchsMCBzvae+8z38u04T8EuHmNwvDOsRMy6SnpriRCupSrDDBiCMGuy7P8qyXQouNmw3Ei9XS4e3Qn5wje1mKH\/OatVwlRVnW4UZ5krxbWjS5N6CUHmzWT8iP7U3w3iksHvZZ5DYzZt3Jttnq7RyJpMxUWQcWr6tAmUjn4DDGfeR7sCKGxvtorELi7DzRR8syIlvBG620Z5lGlZizFcFg8YOdIrkPa5213e214LhbS1yGNvCWbilSGU3ErYaUKRqChUXOCVYqpGL2NdrVxsBpREi3EE5DyW8hZAXUaRLE6gmKQqFUkqwYIoIyARNbB1Z4aUYxhGTd8sdLpcm+v2EoNxtZIkew+3\/a99cW8UUyariVEEENvA3y3GpVEiySABdRJZjgKSTyNdH8uxCYtlEAkCWcnAJAHDi5nHQe2oRvn5SMtzHMlrYxbNkuFaOS5WX4RcaXGG4ZFtDokPz2146gZwRq9q+UDdXNhLs+eCKXjQG1a5DOkpXSEEjx6SjS4AyQVBOTgdKzWEq8WnVhSjGz1imr687rTT6sjI8yaVjqvk2\/8P7S9t\/8A9KtfI8fQeyupdn\/bLLsyxuNnpbRzJccbMrSOjr8JjEZwoQg6QMjnz9VcuUYrtwWHnTq1ZSWkpXXy1NIRabb5n1f2Qf8ACu1P8Ntb\/Sua+W9j\/wBLB\/ex\/wCotdC3W7YJLLZtzslbZJI7mO6hMxkdZEF8siswQIVJTWSBnnjurnFrLoZG66GV8eOhg2PuphcPOnKq5L4pNr5MRi02+rPqXy7\/AOi2T\/ez\/wCnFVzsg\/4V2p\/htrf6VzXG+2jtek3gW1WW3S2+Cs7gpI8mviqqkHUi4xp7vGqt1u2CSy2bc7JW2SSO5juoTMZHWRBfLIrMECFSU1kgZ547q4Y4CssJClb3lNNq62u\/yZ8OWRR8zceRv\/Wyf4S4\/XBWm8qT+utrf2rb\/wAMsq0HZRvu2xLoXccS3DCJ4dDs0a4lKEtlVJyNI5Y76xO0feltrXd1evGsLXRjJjVi6pwbeG3GGYAnIiDdPzsd1ehGhNYx1be7ktfzzJ7bmmV57+R9K+Td\/wAP7S9t\/wD9Ktcc8lfYlzc7QjeznW0NrEZZpHQzI8TMiG3aIOnFEpI\/OXTw9YIZUBo7P+2WXZljcbPS2jmS442ZWkdHX4TGIzhQhB0gZHPn6qk\/khbtSGS82ks8kUez0MTQwrG0l9lBO1u\/EVgIsJF8kayzjSyFcngqUp0IYicrLM\/dvre9+X15mbTipN8ybb3drqG4lMu7ElzNbSNHDPNBmYiM6Q+prCRoASMgIz8iDnurjPbj2m3m2XiW6hNjDETJDa6ZU9LGkyyNMqtPIAWUMFUKrkBRqYt0NfK0uG5jZ8ODzH\/aJTy9oh5+2uodmW98W+Nlfx3lmsKRtwG9PjRZaLWs0LtGhiniyG5c19BtXpYGEYywdqs6NktL57tX6K7K2yauP3PjfdYSm4tPgyGW4E8TwIBqLzJKrxjBIBXUq5yQMA5IGTXQfKFk2rI9m+2IEgIWRIGiEPDYMY3kRmhnlHEBCcmIOASMjJrn+4e8L2E9neRqryWzrMFbOh\/RIZDjmAys65HTOeeMVPe3Htjk3gW1jNstnHbM0uBKbl5HZdAYsYYgiqpcadJyWznlXsVY1O0QajFxs7y5r5a\/szd3zLT6nL66P2YXhmglttZQwOZV06QzRzjDKG061Cur50Mv9OOua5xWXsbaT20iSx\/KTuPyXU\/Kjb9Fh7iAeoFY+18D2vDumt9181+djWEsruS3eTYBOABgDkO7GByPvP3VJNyLfEWDy0gY\/skZX7uX+WttsLakV8iumATyZTjWjd6sB3jx6EYI5GsoWixDI68xy7xkkA+IxX5bUjKEnGSs1o0d1k1dHMu3b0rWbv0GP38ZB+omuHbHt8DUep5D8a7x2vTj4NcZ5AjSP7TMAv34r56VmzgE8uXqAH3Yrvwr9w8bGr3\/AKG7AxVDS1gpcdzHuz\/P899Y8934V0nGbCS554rHvrw8gDjPhWuDn317G\/MZ7qAzpGLHFXEXHKsaC459Pr76vB\/voSVMapzVDGvA1CA4qRdm+zLS4mZb+4azhELusiYJMqsgVDmNxjSZWxjJMYAOSKjbr\/P8\/VVxFqGC1M2D+o4xnmeZ8PZVxFqzd91ex8v5\/n+RUgygarU1iBv57qCagMljWDO\/WrpmqxPjuoC1XpNeUoC\/b1XOendWMDVby5oCsXGPXV62fOfq++sMCs1Vxz9X6qAqYmrBcqVYDBHPl0q8RVOugMy4ueKuRyYZDD1EdR4jOK01ZdiuC\/qVv1Vi4oDylKUApSlAdYpUH87JfBPc37dPOyXwT3N+3X2nfuG\/V6Hd2iJOKVB\/OyXwT3N+3Tzsl8E9zft079w36vQdoiTilQfzsl8E9zft087JfBPc37dO\/cN+r0HaIk4pUH87JfBPc37dPOyXwT3N+3Tv3Dfq9B2iJOKVB\/OyXwT3N+3Tzsl8E9zft079w36vQdoiTilQfzsl8E9zft087JfBPc37dO\/cN+r0HaIk4pUH87JfBPc37dPOyXwT3N+3Tv3Dfq9B2iJOKVB\/OyXwT3N+3WZsvbc8xOBGAoyzEMFQeJOv7qd+4b9XoFXi+pLKVFr\/AHr0jCDU4PNyMIf7K5z9ZNYHnZL4J7m\/bp37hv1ehLrxROKnXZB2oXGwZJWgCzRT6eNBJqCOY9Wl0ZecUo1MNQDAg4KnCleG+dkvgnub9unnZL4J7m\/brOr7YwlSLhNNp8rf5KuvBqzPre47c9nTkyXG7lrJMxyzEWc5Y+JkksQ5J9Y7++tRvx5Qk91bvZ2dpFsiCRTG3BbiS6G5MkRWGJIAwyCVQt6Xosp518v+dkvgnub9unnZL4J7m\/brkji\/Z0Wnllpte7S+jdiinT6MnAFKg\/nZL4J7m\/brY7K23JIGd9CRp1bS2Sfmr6fM139+4b9XoaqvFknpUYvt7QPkJk+JPIe0CruytqSuA8hSGP5xVsn+yNfOnfuG\/V6E8aLdkSey2+1g6TKCy5CyKOrJz5gZwXT5Qz4EctRroh31gMfFa4TQRn5Q1H9EJnWW\/RxmuH7f3jjYaEVmAIOskDmO8ACtdsrZaz8fVNFA0ScRBMWQXHPmkbhSBIBghT8rPtr5X2xKliq\/EhfZDtbg7LVG97Rd8TfMFTKQofRBwGkPTiPz5epe7PieUJuJc\/zy9Veluvh7qsNXHGKirI4pzc3dnob76ppSrFBSlKAuK2KyYeQJ8eQ\/GsKsjiZ5fUKArpXgr3NQSVB6rWrWK226myxdTwQNKtuszhDK4ykeQTkgsoJJAUDUMlhzqSDVTj76xlbFbne3ZwtppoVlW5WGQxrKnJJQB8oDUwHgQCQCDzPWtTOvfQB2\/n+frq3mvM15QFWa8JrylAKUpQCqkqmlAXJO731fjOcH+f5\/CsU1chbFAX81Qxqlm\/n66oJoC9bnAkPiMVi1J9wLPXKBpDkJIyq3NWYJpUEfWT\/lFbTfzY+hYRwdE7H0uGDw+fQeGao6iUspoqbccxBK9IxW923u1JaCJnwdZ+SObAjngitz2r2aq1rIihBNApIHLmowaZ1deZGRpO\/IhFKUq5QUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgPVXPLx5VuNsTcJVgXljDSEfnORnB9S+FY+7kWqVM9Fy5\/yDP4Vh3c2tmY9WJPvNCy0RbxXlTTdrZiPazBh+UlyYz3\/kxk4rS7s3io6q0avqbBLcyPVQvwtrvc0tXrO2aQhVGomtvvHtHLSR8NFCsQCBgjBrL3al+DRtKV1F2CqO9l78UCgs1rluPdUlS3EQaevUhT4EjpWm2ns9oThu\/mCOasPEGp4tsZoZzCNCzsoKH8w9+fVWl23YGOF0ZhIYWGlhzHpDmuamxrUopLTpuRmxtzIyoOrHHs9dZ237sEiJOUcXoj9Jh1Y+uvdgegJ5O9EwvqL8qwbGDiMq+J5+zvNQYcvmZuy7RQDLJ8kfJX55\/CsXaN+0pyTyHRR0UeAFZN9JxnSMclUhF8OuM+2ptsrd2EakZCSMZdgfSJ7kqUrl4U3PRHNayQ2R7OVdH2tsSIIMxAYYIMZDHJxqz31B22WBOYSSAW0g\/qPro0J0HE1Oapq7dwGNmU9VJU\/VVqoMRSle4oDylKUAqtDVFe0BcWqgtWlNVoaAyF\/VXoqlXqsr99AW7gchXqjlVTp\/Pvoo\/n+e+gMSVMVRWXNjxrFagPKUpQClKUApSlAe16T91U0oCsHPqqtISfZ41Zr0HFAbnYW1Pg7g9cKy8vFhgGq9lb0yxMCXMigglW9Icj3Z6GtFSocUyyk1sTVN7oxKszI02MkByCqZ+aPVVrf3bqXiwOOqgppJ5rzznA7qh9KqoJO5LqSasKUpVygpSlAKUpQClKUApSryWrFWcKxRMBmCkopPIBmxgE5HXxoCzSlKAUqqNCSABkk4AHMknkAAOpqq5gaMlXUow6qwKsMjPMEZHLB+ugLdKUoDabun0pP7p\/1Vq62O7z4fHz1ZPtCsB1wSPA491CeROhtxbNbNOEHKpqLHORrPP7q0O0rcC4zH6SswkGOeAxzjl4Vp7m5Z8ajnA0j1Ad1e2t20ZyrFT0zU3Np1cztyNnvVYuskjFSFJznHLmK2lnecWFCiAy2pGB11L44qNXV+8nynLe0k1RaXTRnUpKn1UKqaUm1sdZ3eu+PE7kcLiZVgOQU9C1QvfaFYVhijfiKcuW+cc9axfO6XSy8sN15eIxmtPd3jSBAeiDA9lGzarXjKNlv1MuxP5GcDxUn2ZqjYHyj46Wx7cV7sGQZZD0lUp9fUffWIjGJvAof1VBzX2M\/daRVmQv0zgZ7m7ifrrqmzL4YlHMlCNRb0lJ\/Rx0rk91b5xJHzHUgdUPs8KkOyN8VTIkjPPrpONRAwNQNWTOnD1VDRk42teKFOogZYaQ65GT83FQHeW6BuYgOZjKgtjGeeav32\/GtcCMageRPNR6wPGoq1+xfiHm2dXqzRstXrqWxs7u14txIAOWvU3gB35q3teyRV1pn0nIHeMCrNxthmDAYUvzcjkW9XqFXrHbzRoIwinByGYaiM+FQc94s1JjI7j7jW03ojAaPHLMa5H1VkrNJKMy4WMHJ5BScdy1qtr3nFct0HQDwA5CoKuyRiUpShQUpXoWgC1eiXrVpVrIiTFAVBfurJ2famRoo1xqkdYlyQo1SMEXLNyUZIyTyFWhXqigN5v7utLsqY285QyBFl\/JlmXS5IA9NFYHke7pgjIIqPzE93fV27lLZZiXJxksSzHAAGSxzyAA9gFWhLgc6AxHTFU1lFg3dj+f599WnjoC1SvTXlAKUpQClKUApSlAKV6q55DmTUw2JumFXi3B0L1C9Cfb4ULwpuexDqV0W2MDf0caEKcHOTj1+usU7WhzjRF4c1IqbGvAS\/qRBK9xXQlt4WUs8SKuRhlJGrPhVe0tjRzQskA4ZiHEYMMlu\/ke+liezO2jOc0r1hivKg5hSlKA7Fv5vPO+wtgRGQFJp7+Bxw4QXj2f8AFgtkLCMNiLXJg5ydZzmu2b8vLPfbetZL2x2lbcK\/WHYsccfxiXS3laFYmlsYlimt3C3BeOaRwtuwRZGIFfNe8G\/kVzYWezxYRRGyLPHcrNdtLxLjgfCZCjymI8fgxZXTpTB0BcmpPtbttRri5v4NlW9rtG44x+GifaEzxPdRPDJLFDLcm3Emh5AuUKqSDjlQEz2RuxHtjY+72zFEUN9NDeX1jPIViWR4NsXkV3aTyaSdD2umdeXJtmAZ9LFR\/wAo6e2ew3eFigFrby7TsoZNKrJdJaNs6M3cxAGqS4l49xzAx8JxgYrl+2t75J7fZdtpEQ2XHPDHIhcSSC7upbpi\/PkQZGT0eoHOqNtb1NcWmzrIoqps57qRHBbXIb5oGYOCcALwVxj5xzQH0dtvfA7nbM3X+L7a2d9r2x2hfSzwiWW5LLbSi3LggrEomdMcyAqYwdRbX7I2sNpbv75zQ2sdit1tCwKWsGRDCXu7FQiajgEn0jgKupjpVFwog+4Hb89na21nd7PtNsx2DF7J7tC81mWbXpVzq1xA6cLhSAoXUVVAuA3btcypt+K5gt7pN4DxJgUaP4NMiBIZrbhsB+S0wkCTWS1vGxYnWXA6XtvydrBZL\/ZcF1dvtjZ+zfjR3dbYbKm08MtBGoUXCFuJEoZmIXXk6tJU6nY3YRaS3u6Nq01wI9v7M+Mblg8Akil+L5LvRbE25VYtaqMOHOnPPPOtLtryk7ieGf8A7HaxbQu7T4tudqIrrdzW2NJCqG0xTMAhMgOMqCqrpTRkbp+UxLZpsjOzrS5uNjwmzhupBJx\/g3AMCxIQfyThdAMgJ1BWGBrbIG93A7K9n2EOydo3lxd8e+2u1pYpbLbNDEbO\/eBHvhKA0iF4SWMTq2JBpU4JqC+WV\/X22P7cH\/Q2tZW6nlAy21strLYWt+tvdvtCze4V2axllmed9ADYkAd5GXVjDOS2sAKIB2r75vtq9ur+SNYXuijNGhYovDhjhGkscnIQHn3k0BFqUpQFUT6SCOoOR9VbTa0AkAmj56v6Re+Nu\/8AynrmtTV22uChypx+o+o+IoSWqVseJHL8ocJvFRlD7R3fVVL7Lb8wiUfokZ93WgsYFKrkjK9QR7RiqKEClKUB6pxz8K2cifCPSGBIPlL0147x661deg0JTMiN3hPep+4\/jWV8Yq39JGD619E1Zi2m45Ehx4MAaurtBe+FT7MihKZV+QPz19xoY4PnP7hVPw+P6Ee9q8N+ndCv15NSTdeRczAPnt7hVabSRP6OEZ8W9I1Y+NPCNB9Wa8+Nn7sD2KBUEXLd3NJKctqb1YOB7BVCWDn801U+0nP5x+4VZa5Y9WPvNCDJGyn8Me0gf71RcWJQEllPqByasBWbxPvNX02e3U4QeLHH3dTQGJXuK2u1tjNbMySYyunOOYQyLrCORyWTGcqeYwaxlhoQYyrVaofXWQIqrxQFhZCPWKrWUGvHrHYeugMpm60WLv61m7e3cuLMQNcRGFbqPjRFtPppgHOFJKnmvosAw1DIrW2xxQGQRVrTVzNUsuaAxposc6s1mFCcAZI6esk9wArP3q2H8EMQzqLJ+UGQeFMoBkhOO9Q0R\/z1FxY0lKUqQKUrI2bDrdF+cwHvNAlcy9kbCluP6NCR49B762XmmV+XLGniM5I91SG\/3nEBFtEmnQdGR355ZPiaszbDiz+UdQ78yGY5yf1VNjsVGHLV8+SMfZ2zYrULLxElOeWfkj8as71XyXLA8fAwPRGcZq1vhssRqqqeUXuIbvHjUSoVqTcfcsTfd20SNXBk+UNWSCOQFaB9mIScTLzPrqrYdyzlgxzhGA9XKtOBz+uhSU00tCdx2amDQZBlME5yOWawdi7dxKwBwpwF8Dp5Y9hrZ7O2SHiIZuoGpicD+yDWt2hu8sAEqnIQ56hlOO7I6Ghu1JWaMLfzZfBk1AYWUax4AnqKjlTTeW8F3bpIAVMLaOfPINQuoOeukpXWz1FKUoYilKUApSlAKUpQClKUApSlAKUpQClKUAqpGI5g4Pq5VTSgM5NqP0JDjwYBv40N2h6xAf2SVrBpQm5ma4\/msPrFeao\/BveKxKUIMzVH4P71rw8P9P8A5axKUBmkRfp\/8tMRfp\/8tYVKAziIvF\/+WrZMfg33Vi0oDKDp81j9YFOOnzPexrFpQGX8LHdGo95p8PPcFHsUViUoDIa9Y\/nH6uX6qz91CGuLYv6SrIrkHnqEZ1lefzsY+utRV+wueEyuAGKHIDZ0n26SD99AbnYe3WWV5GOozsTKraTHPrYsyuHBQ5JONQx7OtS+62HaXQzFIbSTqUIOkd\/pQuxZB+lE7oB391cxY\/V7\/wDeshL1gApOoDoDz0\/2T1X6jVXHoWUiT7U3SnhGrRxU6iSE8VCPYPTH1itCy9fVyPiPUavbO3lmhzokIB7skr7SCcE+s5rK2nvW1wBxYIJGAxr0SJIfa0cyn6unqqFmW4eXkap0He2PdVAkHcPrPfVqWQHooX2a\/wD\/AE5q1VyptNp7VeURK8jSLCpSMEghFPcOWT0HXPQdwrD43r\/2rHqpGxjln1HOD7cEH76AuiapPsHdKe4AbRwI\/pZsxIc\/MBGqTP6II9YrE2Xvc1uGEMEERYY1BHaRTj5SvJKz578EkerurC2lvHPOSXlZifWR+roPVVXdltES+8ng2YPyJ+E3RHKVwAsB6ZiiydLj5znI9YyKhVxdF4\/S9JjM0mo8yS6Lrz6yRGawQ1X5bvUiR6VGgltQDa2LddRLYP5o5AclFFGwcrmNSlKsVFZGzrjhuj4zoIbHjiselAnYmtlvFA8qu0GCzZLZ6HxrA3h2FK8rsqmRXbKsOYwensqM1mQbUkQYWRgPDJobcXMrS+xNNt7aW3SGF4xM4QByT09VaU7atz\/+mHvqNyOWOSck955mqaEyryb\/ANErtd4oEORbAHGOvjVobXticm29fJqjNKFeNLy9EdA25L8NgT4OunS3ppn0umAfXWNsGI2sUxuQdD+isZPMnxHhUOtrlozlWKn1HFe3V40ny2Le05qbmnHV81tfsbjbG3EaPgwx8JCdRzzJNaClKgwlJyd2KUpQqKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUB\/\/9k=\" width=\"300px\" alt=\"machine learning define\"\/><\/p>\n<p><p>You\u2019ll also learn about the importance of portfolios and what hiring managers look for in them. \u201cThe more layers you have, the more potential you have for doing complex things well,\u201d Malone said. Gaussian processes are popular surrogate models in Bayesian optimization used to do hyperparameter optimization. Machine Learning is used in almost all modern technologies and this is only going to increase in the future.<\/p>\n<\/p>\n<p><p>Assume that the mean widget-price is 7 Euros with a standard deviation<\/p>\n<p>of 1 Euro. Examples containing a widget-price of 12 Euros or 2 Euros<\/p>\n<p>would therefore be considered outliers because each of those prices is<\/p>\n<p>five standard deviations from the mean. For example, suppose the actual range of values of a certain feature is<\/p>\n<p>800 to 2,400. As part of feature engineering,<\/p>\n<p>you could normalize the actual values down to a standard range, such<\/p>\n<p>as -1 to +1. When one number in your model becomes a<\/p>\n<p>NaN<\/p>\n<p>during training, which causes<\/p>\n<p>many or all other numbers in your model to eventually become a NaN.<\/p>\n<\/p>\n<p><h2>Supervised Learning<\/h2>\n<\/p>\n<p><p>If we talk about Vision of the machine learning then the vision for machine learning is to create systems that can learn and adapt to new data  and environments, and make decisions and predictions based on that learning. This has the potential to revolutionize many industries and tasks, from image and speech recognition to autonomous vehicles and natural language processing. Ultimately, the goal is to create systems that can operate with the same level of intelligence and flexibility as humans and to enhance human capabilities through the use of machine learning. One way to understand the features is the representation of data in the form that can be used to map input data to the output.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"309px\" alt=\"machine learning define\"\/><\/p>\n<p><p>A self-attention layer starts with a <a href=\"https:\/\/www.metadialog.com\/blog\/machine-learning-definition\/\">sequence of<\/a> input representations, one<\/p>\n<p>for each word. For each word in an input sequence, the network<\/p>\n<p>scores the relevance of the word to every element in the whole sequence of<\/p>\n<p>words. The relevance scores determine how much the word&#8217;s final representation [newline]incorporates the representations of other words. The recommended format for saving and recovering TensorFlow models.<\/p>\n<\/p>\n<p><h2>What is Machine Learning?<\/h2>\n<\/p>\n<p><p>In other cases, the metric for \u201cbetter\u201d is not tied to results, but to the skills an organization has readily available. Not every company has a team of skilled data scientists, or a pressing need to invest in such a team. In these cases, AutoML can be labeled a \u201cbetter\u201d fit simply because it enables organizations to do more with the in-house skills they have. Automated machine learning (AutoML) promises to do exactly that for machine learning.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/www.metadialog.com\/wp-content\/uploads\/2022\/12\/ai-customer-support-2.webp\" width=\"305px\" alt=\"machine learning define\"\/><\/p>\n<p><p>The error function makes a comparison with known examples and it can thus judge whether the algorithms are coming up with the right patterns. While this method works best in uncertain and complex data environments, it is rarely implemented in business contexts. It is not efficient for well-defined tasks, and developer bias can affect the outcomes. As the data scientist designs the rewards, they can influence the results. The advantage of this method is that you do not require large amounts of labeled data.<\/p>\n<\/p>\n<p><p>In addition, it cannot single out specific types of data outcomes independently. In supervised learning, the machine is given the answer key and learns by finding correlations among all the correct outcomes. The reinforcement learning model does not include an answer key but, rather, inputs a set of allowable  actions, rules, and potential end states. When the desired goal of the algorithm is fixed or binary, machines can learn by example. But in cases where the desired outcome is mutable, the system must learn by experience and reward. In reinforcement learning models, the \u201creward\u201d is numerical and is programmed into the algorithm as something the system seeks to collect.<\/p>\n<\/p>\n<div style='border: grey dashed 1px;padding: 11px;'>\n<h3>NIST Artificial Intelligence (AI) 100-2 E2023 (Draft), Adversarial &#8230; &#8211; Computer Security Resource Center<\/h3>\n<p>NIST Artificial Intelligence (AI) 100-2 E2023 (Draft), Adversarial &#8230;.<\/p>\n<p>Posted: Wed, 08 Mar 2023 08:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiLWh0dHBzOi8vY3NyYy5uaXN0Lmdvdi9wdWJzL2FpLzEwMC8yL2UyMDIzL2lwZNIBAA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>Increasingly lower gradients result in increasingly<\/p>\n<p>smaller changes to the weights on nodes in a deep neural network, leading to<\/p>\n<p>little or no learning. Models suffering from the vanishing gradient problem<\/p>\n<p>become difficult or impossible to train. The most common use of unsupervised machine learning is to<\/p>\n<p>cluster data<\/p>\n<p>into groups of similar examples. For example, an unsupervised machine<\/p>\n<p>learning algorithm can cluster songs based on various properties<\/p>\n<p>of the music.<\/p>\n<\/p>\n<p><p>An example of the Logistic Regression Algorithm usage is in medicine to predict if a person has malignant breast cancer tumors or not based on the size of the tumors. Machine learning is already transforming much of our world for the better. Today, the method is used to construct models capable of identifying cancer growths in medical scans, detecting fraudulent transactions, and even helping people learn languages. But, as with any new society-transforming technology, there are also potential dangers to know about.<\/p>\n<\/p>\n<ul>\n<li>Smartphones use personal voice assistants like Siri, Alexa, Cortana, etc.<\/li>\n<li>A set of techniques to fine-tune a large<\/p>\n<p>pre-trained language model (PLM)<\/p>\n<p>more efficiently than full fine-tuning.<\/li>\n<li>T5 is an encoder-decoder model, based on the<\/p>\n<p>Transformer architecture, trained on an extremely large<\/p>\n<p>dataset.<\/li>\n<li>For example, an unsupervised machine<\/p>\n<p>learning algorithm can cluster songs based on various properties<\/p>\n<p>of the music.<\/li>\n<\/ul>\n<p><p>Machine learning programs can analyze this information and support doctors in real-time diagnosis and treatment. Machine learning researchers are developing solutions that detect cancerous tumors and diagnose eye diseases, significantly impacting human health outcomes. For example,&nbsp;Cambia Health Solutions&nbsp;used AWS Machine Learning to support healthcare start-ups where they could automate and customize treatment for pregnant women. Training is the process of determining a model&#8217;s ideal weights;<\/p>\n<p>inference is the process of using those learned weights to<\/p>\n<p>make predictions. One of the loss functions commonly used in<\/p>\n<p>generative adversarial networks,<\/p>\n<p>based on the earth mover&#8217;s distance between<\/p>\n<p>the distribution of generated data and real data. The subset of the dataset that performs initial<\/p>\n<p>evaluation against a trained model.<\/p>\n<\/p>\n<p><p>For example, you could<\/p>\n<p>fine-tune a pre-trained large image model to produce a regression model that<\/p>\n<p>returns the number of birds in an input image. A special hidden layer that trains on a<\/p>\n<p>high-dimensional categorical feature to<\/p>\n<p>gradually learn a lower dimension embedding vector. An<\/p>\n<p>embedding layer enables a neural network to train far more<\/p>\n<p>efficiently than training just on the high-dimensional categorical feature. A decision forest makes a prediction by aggregating the predictions of<\/p>\n<p>its decision trees. Popular types of decision forests include<\/p>\n<p>random forests and gradient boosted trees.<\/p>\n<\/p>\n<p><p>The program also will answer critical research questions about the long-term effects of COVID through clinical trials, longitudinal observational studies, and more. Yes, but it should be approached as a business-wide endeavor, not just an IT upgrade. Applications of machine learning are all around us \u2013in our homes, our shopping carts, our entertainment media, and our healthcare. 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. 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.<\/p>\n<\/p>\n<p><h2>generative adversarial network (GAN)<\/h2>\n<\/p>\n<p><p>The input layer receives data from the outside world which the neural network needs to analyze or learn about. Then this data passes through one or multiple hidden layers that transform the input into data that is valuable for the output layer. Finally, the output layer provides an output in the form of a response of the Artificial Neural Networks to input data provided.<\/p>\n<\/p>\n<ul>\n<li>A tf.data.Dataset object represents a sequence of elements, in which<\/p>\n<p>each element contains one or more Tensors.<\/li>\n<li>Sometimes, you&#8217;ll feed pre-trained embedding vectors into a<\/p>\n<p>neural network.<\/li>\n<li>The goal of training is typically to minimize the loss that a loss function<\/p>\n<p>returns.<\/li>\n<li>And so, Machine Learning is now a buzz word in the industry despite having existed for a long time.<\/li>\n<li>You\u2019ll also learn how to leverage your existing skills to successfully transition to and thrive in a new career in UX.<\/li>\n<\/ul>\n<p><p>A function whose outputs are based only on its inputs, and that has no side<\/p>\n<p>effects. Specifically, a pure function doesn&#8217;t use or change any global state,<\/p>\n<p>such as the contents of a file or the value of a variable outside the function. For prompt tuning, the &#8220;prefix&#8221; (also known as a &#8220;soft prompt&#8221;) is a<\/p>\n<p>handful of learned, task-specific vectors prepended to the text token<\/p>\n<p>embeddings from the actual prompt. The system learns the soft prompt by<\/p>\n<p>freezing all other model parameters and fine-tuning on a specific task. For example, L2 regularization relies on<\/p>\n<p>a prior belief that weights should be small and normally<\/p>\n<p>distributed around zero. Area under the interpolated<\/p>\n<p>precision-recall curve, obtained by plotting<\/p>\n<p>(recall, precision) points for different values of the<\/p>\n<p>classification threshold.<\/p>\n<\/p>\n<p><p>Supervised learning, also known as supervised machine learning, is defined by its use of labeled datasets to train algorithms to classify data or predict outcomes accurately. As input data is fed into the model, the model adjusts its weights until it has been fitted appropriately. <a href=\"https:\/\/www.metadialog.com\/blog\/machine-learning-definition\/\">This occurs as<\/a> part of the cross validation process to ensure that the model avoids&nbsp;overfitting&nbsp;or&nbsp;underfitting. Supervised learning helps organizations solve a variety of real-world problems at scale, such as classifying spam in a separate folder from your inbox.<\/p>\n<\/p>\n<p><a href=\"https:\/\/www.metadialog.com\/\"><\/p>\n<figure><img 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' alt='https:\/\/www.metadialog.com\/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='407px'\/><\/figure>\n<p><\/a><\/p>\n<p><p>A technique for evaluating the importance of a feature<\/p>\n<p>or component by temporarily removing it from a model. You then<\/p>\n<p>retrain the model without that feature or component, and if the retrained model<\/p>\n<p>performs significantly worse, then the removed feature or component was<\/p>\n<p>likely important. You can also learn with your fellow course-takers and use the discussion forums to get feedback and inspire other people who are learning alongside you. You and your fellow course-takers have a huge knowledge and experience base between you, so we think you should take advantage of it whenever possible. You will learn to identify the overlaps and differences between different fields and adapt your existing skills to UX design.<\/p>\n<\/p>\n<div style='border: black dotted 1px;padding: 10px;'>\n<h3>What is Q-learning? &#8211; TechTarget<\/h3>\n<p>What is Q-learning?.<\/p>\n<p>Posted: Mon, 22 May 2023 19:31:54 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiQ2h0dHBzOi8vd3d3LnRlY2h0YXJnZXQuY29tL3NlYXJjaGVudGVycHJpc2VhaS9kZWZpbml0aW9uL1EtbGVhcm5pbmfSAQA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>Certainly, it would be impossible to try to show them every potential move. Instead, you explain the rules and they build up their skill through practice. Rewards come in the form of not only winning the game, but also acquiring the opponent\u2019s pieces. Applications of reinforcement learning include automated price bidding for buyers of online advertising, computer game development, and high-stakes stock market trading. It\u2019s also best to avoid looking at machine learning as a solution in search of a problem, Shulman said. Some companies might end up trying to backport machine learning into a business use.<\/p>\n<\/p>\n<p><p>Read more about <a href=\"https:\/\/www.metadialog.com\/\">https:\/\/www.metadialog.com\/<\/a> here.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>What is Machine Learning and How Does It Work? In-Depth Guide You\u2019ll also learn about the importance of portfolios and what hiring managers look for in them. \u201cThe more layers you have, the more potential you have for doing complex things well,\u201d Malone said. Gaussian processes are popular surrogate models in Bayesian optimization used to [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[29],"tags":[],"class_list":["post-1197","post","type-post","status-publish","format-standard","hentry","category-ai-news","post-wrapper"],"_links":{"self":[{"href":"https:\/\/nilwo.com\/tumundoanimaciones\/wp-json\/wp\/v2\/posts\/1197","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/nilwo.com\/tumundoanimaciones\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/nilwo.com\/tumundoanimaciones\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/nilwo.com\/tumundoanimaciones\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/nilwo.com\/tumundoanimaciones\/wp-json\/wp\/v2\/comments?post=1197"}],"version-history":[{"count":1,"href":"https:\/\/nilwo.com\/tumundoanimaciones\/wp-json\/wp\/v2\/posts\/1197\/revisions"}],"predecessor-version":[{"id":1198,"href":"https:\/\/nilwo.com\/tumundoanimaciones\/wp-json\/wp\/v2\/posts\/1197\/revisions\/1198"}],"wp:attachment":[{"href":"https:\/\/nilwo.com\/tumundoanimaciones\/wp-json\/wp\/v2\/media?parent=1197"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/nilwo.com\/tumundoanimaciones\/wp-json\/wp\/v2\/categories?post=1197"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/nilwo.com\/tumundoanimaciones\/wp-json\/wp\/v2\/tags?post=1197"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}