{"id":3222,"date":"2023-07-12T04:00:51","date_gmt":"2023-07-12T07:00:51","guid":{"rendered":"https:\/\/ultrasun.com.ar\/2021\/?p=3222"},"modified":"2024-02-28T10:11:48","modified_gmt":"2024-02-28T13:11:48","slug":"what-is-machine-learning-matlab-simulink","status":"publish","type":"post","link":"https:\/\/ultrasun.com.ar\/2021\/2023\/07\/12\/what-is-machine-learning-matlab-simulink\/","title":{"rendered":"What Is Machine Learning? MATLAB &#038; Simulink"},"content":{"rendered":"<p><h1>Machine Learning: Algorithms, Real-World Applications and Research Directions SN Computer Science<\/h1>\n<\/p>\n<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"305px\" alt=\"how do machine learning algorithms work\"\/><\/p>\n<p><p>Shulman said executives tend to struggle with understanding where machine learning can actually add value to their company. What\u2019s gimmicky for one company is core to another, and businesses should avoid trends and find business use cases that work for them. These prerequisites will improve your chances of successfully pursuing a machine learning career. For a refresh on the above-mentioned prerequisites, the Simplilearn YouTube channel provides succinct and detailed overviews. Now that you know what machine learning is, its types, and its importance, let us move on to the uses of machine learning.<\/p>\n<\/p>\n<ul>\n<li>This allows machines to recognize language, understand it, and respond to it, as well as create new text and translate between languages.<\/li>\n<li>Our study on machine learning algorithms for intelligent data analysis and applications opens several research issues in the area.<\/li>\n<li>For instance, deep learning algorithms such as convolutional neural networks and recurrent neural networks are used in supervised, unsupervised and reinforcement learning tasks, based on the specific problem and availability of data.<\/li>\n<li>Besides, the deep learning, which is part of a broader family of machine learning methods, can intelligently analyze the data on a large scale.<\/li>\n<li>Much as a teacher supervises their students in a classroom, the labelled data likewise supervises the algorithm\u2019s solutions and directs them towards the right answer.<\/li>\n<\/ul>\n<p><p>In simple terms, a machine learning algorithm is like a recipe that allows computers to learn and make predictions from data. Instead of explicitly telling the computer what to do, we provide it with a large amount of data and let it discover patterns, relationships, and insights on its own. Semi-supervised machine learning is often employed to train algorithms for classification and prediction purposes in the event that large volumes of labeled data is unavailable. Algorithms trained on data sets that exclude certain populations or contain errors can lead to inaccurate models of the world that, at best, fail and, at worst, are discriminatory. When an enterprise bases core business processes on biased models, it can suffer regulatory and reputational harm.<\/p>\n<\/p>\n<p><h2>What Is Machine Learning?<\/h2>\n<\/p>\n<p><p>In the following, we briefly discuss and summarize various types of clustering methods. A support vector machine (SVM) is a supervised learning algorithm commonly used for classification and predictive modeling tasks. SVM algorithms are popular because <a href=\"https:\/\/www.metadialog.com\/blog\/how-does-ml-work\/\">how do machine learning algorithms work<\/a> they are reliable and can work well even with a small amount of data. SVM algorithms work by creating a decision boundary called a &#8220;hyperplane.&#8221; In two-dimensional space, this hyperplane is like a line that separates two sets of labeled data.<\/p>\n<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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w7W7RU9yutH4N71Ry3CqDm4kjiI\/oo3eYIaeo8nFw9q8\/7SdTXTdBKcfrlwv38f2LwjbsuXFJw927fbQ4ht7YoNTWVjprPUPHR3Yup3n+o8NAz+64Nd1wQfmWbFW2qunttxpJKaqpJXwTxSN5XRyMJa5pHtBBC+zjm46Fam8ZHD8bzSy7vaQt7TXUkYN6po2YdURDoKgDze0dHe1vXy6+Y9jurywS+D1D+Rvhvwfl6P+5TOrXBpRT0rWjsqoBrRgBecbumObPuAWwdRw46TpdvKa81Gsa8ajnpG1RiayM0bS5ocI8Y5yeuC4Ox54X1jDhlm+g4+p1MNM0svF8IwDkpkrqTyktPl0Wb7Pw0VFy26pNZz6xpaa4XGmZWUtvdASwxPbzMD5c+q4gg\/s9M+anHhnmbUFdEZtRi06TyOr7GEHgObghWuupQR2V2ex8b3RvBDmnlIPkQvKaNsjcY6rDJeZtRdcohldSlri5vwVCRg4Kk1fSZB6KP1MJY8rWlGjbhLceKJ27oqGQIiIAiIgCIiAIiIAiIgCIiAIvoH+jP2S2m3W0FrW4bjaBtGoKmgvcNPTS10HiOijNO1xa0+QySVmu7aQ4MrLxJWrhpuXDzZYb1erN+t6K4Po4xTTf64+C3LuYu5aeY5xj1SM5CA+SGR7Vz27r648RujODPhu09ZL3qTh4s13n1BdY7VRUFuoozO9zmuc6TD3AcrQADjrzPYPNZZj4QOF6RjZBsdpb1gHYNF1GfxQHw06e5Mj2r7m\/6HvC\/39B+lf8Akh\/ih4PeF4f\/AEO0r\/yQ\/wAUB8MshF9q9xeHPhM210BqTcS9bD6dnt+mbTV3eqip6EGWSKCJ0jmsBIHMQ0gZIGSrPslsrwkb4bX2TdCx8Plgt9Heo5HMpaqjYZYnMkdG5ri1xB9Zh6g9kB8bMj2pke1fcz\/Q+4Xv7D9Kf8mP8Vz\/AKHvC+O+x2lf+SH+KA+GWR7UyPavuZ\/ofcL2M+g\/Sn\/Jj\/Fcjg94Xj\/9D9Kf8kP8UB8Mlyvqhxz8OGxW33DVqXVWitrbBZrvSTULYaykpuSWMPqo2uwc9Mgkfivlf18ygCIiAIiIAiLljHPIDUB1HU4HdVNPRSTH2BVdHbi4glqyHtltJrLc+8usWi7Ma6piiM0xdI2KOGMHHM97iAMnoPMqkpKKtmXHilN0iR8Lezcu6W6trts1MHWm2PFwuTz28Nhy1mPMvfgY\/qhx8l9VPDZGxsMTAGRtDGgdgAOgWFuFbYy4bLaIn\/lNSMg1HeZTNVtD2vEcTTiNgcOh6dSfa5w8lmz\/AKr477VdUXUNe8cHcIcer8TLJbEUtU2X6NKYMGUNPK13YnHRYoZrO9xXOplvdLMW0jDH4T2HwyXEgh4Iw4Y6AH2rI+p7\/T6dpG1dQwvEjuRoBI649o7KHaX1\/Sayu9xsEtG10UMImHM3maW8waWuz0J7H4r1Pslk1nSOnZeqLHCeG0mm0pcOn+x5Hqscet1MdKpOMl244NVtwNAaFuW5lh1E\/R1PbrDPXfRbhDRxfR6OWYsc6GNwZgMLnNweXHN279TceIrXDINIfRLNQ0VnkZ4dHA2lp2RDw8cro2gDAw3zHbHTCzfq29aR1Ra6vbut05TOtVe98NRFy+EeX954IHqvBGQ4DoQO61P3n2Gm0lDRXC0bgVmoo3TQ0ZZcI+SSHxHhjOU87gW5c0EADGc+4fU9HqdVqMU83ulGMlapp0n5\/f0ObCWnyZMcZ5W3DzXdka0tsDuBq7SLtaW0Wqno3NJghq6l0dRVNBIzGwMLcZBALnNz5Z7rim3s1naNNxaNNNTA0MYo4ppWO8aJjPVDSOxLQAOo8hlbB1lDa9Dbb261Ralmr66z0rY6l8obFE5je\/IBktDW5xknPKPerTrfbfS2sLUdNad0ZQ0d8qg+WnreXw5HynLjJJJ+80nOc56HoOy2Vpp44p43UmvO7L\/xGGeTjqIqUU+H5fcwDpfaLcbWtin1Lp7T0lVb4XEGd88cZkIPXkDiC\/r06A9eiiMkb4pXQysc2RjixzXDBBHcFbRXOovmxOkbXp7VNXDVsjJpYqm2yF8JJJcA8ODSw4JBPUHBOeuBS7kbc7VjQ9fc6G0yw3pzJa51wFQ4+LKSXu5mk8vKSTgADAIx2VZaJbOH8y7pm1j6m\/e\/Ovlf0tf5NW6mnDgSOqsNwpO\/RSYlpBBOMdwqCrpw7mwMrlyimjuY50yGyM8NxC6q5V9LjJDVbcEdD5LWapm4nYREUEhERAEREAREQBERAEREB9Ov0R3\/AJbbgf8A3DT\/APtWK8fpJ7FX6SG2nElppjo7poDUMTJ5WFw5oHvbKxj+XuwviLCD5TOb+9g2f9Ed\/wCW24H\/ANw0\/wD7Vi20392woN5NnNXbb10THuvVslZSuc0Hwqtn9JTSD3smZG8f+lAagbi3mj4quOnbLRen3it0voSzwaqupyC2MyMjqmggjqXF9vYevaV39VdtyuJPiB3t3K1jpHYjW9h200Bt1VS0d81jdvBa2WoY50ZZzzMfgOfHIWNjYCWx8zngOa03j9GLsXq\/byy6x1\/uHpe52S83aphs9NT3KB8U4pqYZc4Nfg8he4NB7HwumRgrX7iM4Q9x9r95bzqak2r1LuXttd7tUX6K2WSvlgcJJnF7oZPCimfG5hcWh7YiXMA9YHOAMo8NPHfuVSah1VpPdi8Um4mmtL2u4XV+srVb3U5YymhfKGyARRNcyTk8OPMbXl7mjLw4EXTR19\/SE8Vttm3U0DuBYtr9I1L3tsVA6nie6raxxb4jnPglkcMggvcWtJBLY8YJ8tl9st+97aO76Nr9sINkNmKvTVbaWaaZSNM9TVzRFsVS+SWNtRLKyQtkdK8Mz4fKQS5xVFt5vJxmcJOlqXZbUXDBcNw6GyvdSWe62qadsfgF7i3L4KecPYM+rziNwbgOOQgLnupR8dGpeFjcC37w3a0abfo6mrZLpXU8dNIdX2ZlDMZ2ARAtiLsNw4Nh5ufHLHynNp4LNqOLK67faA1lpDiAobPt8yvM79PyUDJXGljrH\/SIcuiJPiFsnXnBHPkEEBbA7VRcQfERs7uPpriO0jRaJpNYUNTaLNBSxkVdNTVFPJFK+RjnHPKXMLC4hzjz5AAbnXDbPdTjT4Z9CDhzoeGKt1FcLfLUx2fUVMJ5KOJskjn8xDIjHM3me4tLpYSAQHNJByBmbil4g96pt4rJwucNUdFS6uu1I2vuN6qomyC3U55jloe10bcNYXOe5rzgta1vM4FQqk3f4ruErc\/Sun+JzVts11oTW9dHbYb5TwRxvttQ5zWklzI4nAN5udzXh\/MwOLHZa5qt+vdu+LjbfX+h+Lu36PodVayfp5tq1pYLWOhPrABrW5d1j8LmdHzcskXQOaetBdqXiP499faJt2v9jq3bHbjS1zbdrlHcXyumqXsyC1r5oYXuc5nNG0NiDWiRzi52GhAUM27XGzu9xOblbKbO7mUlnt1pvNRmrq6Gl8O00NPI6NrWOML3EyHlBHK5xcAeZg5is68O9340tHbt1G02\/wDRU+stMy0MlfSa0o4Y4o4SMcsLnMZGHkk8vhlniA+tzPZ1Fg4VNvtcab4vuIDU2oNJ3W3Wm6VzzQ11TSPigqxJUukaYZCOWQchBy0nGcHB6LcsYQGtP6Rn\/wCUrVv\/APIt3\/vIl8Zj3P3r7M\/pGOvCVq0D7Rbv\/eRL4zHz+9AEREARF7UsBmkAx0QCClfN2HRXmitnQHlVXb7e3pho+C2U2a4TZ9eaVp9bam1dFYbfVP5qSlZR\/SJ6qFry1ziedoiyQQ04eTjOMYzjnNRVs3tLosmpltxq2a+UlCBg46e9Zp4d95Lds1e6995tdTWW66GmNQKXl8UeE5xwMkAgh7s9c9lmjebanZO2bcV7dN6VitdbaKSSanrY5pDNI9oyBKXOIfzHp17ZGMdlqJQ1TaG4U1e6Fkwpp45TG4ZD+Vwdgj2HC1t8dTGWP9jo5tJm6Zkju7s+v1LdIdR2uh1Fb45xRXKnjqabxYix4Y5oIDmnq0jPUe3+PEgLeh6EeS1z274ytv5rrR22\/wB6NLQXNwa91TG5gopME87nY5QM+qeuPPPt2ZlZDV8ssUzJI3NDmyMIc17SMtII7gjrlfFOs9KydJ1LhJPa+Yv\/AAzBrNPGEntkpJ+RH79Baa6hFFeI2PhmeIwHZHrHt1HY9+qjkOjbHYuWqskAo5o3+JJK55cZG46tcSe2PJSe80DKumloZs8rx+17D5H8OiiNXUV1RZK6z1fOKylZhzh3kiPQOHtKjQ6qaitPPI1ibW5J+F88HCz4NjeSCTnXBbbvatHXmue1sNPHdquF4gnJIBeQepAOM\/hnuseM0jqOx3GS83vTonpaIjwy90co5+YEP5QT2xkHyz7VdBpu6W242\/VlRWxTUcEvNGY3uc4uwQ3IwMDPfqfZ71JNN7gTXvVM1iFM3w3U7p4z2ALS0cv3HJOPcV9ow5Z9L076j0PKsmCKW6M227XDSfpXf9jyDxR1mT4fWxccng0vxZrtuRurbbduRYG3CekhbJK99USAeUch8MvHkOctP4ezvb9199IqOttdypqymuVbS1HMxkcwc7wi0tf6w7ZBwM9yr\/uHo2l3C1NPR6q5GVNXKY5JvAaJadre3KcZBa0YHu92VA9zthNu7DDaX6Wvdxp\/HrqWmq3VUjJAWSyNY6RuAMEc3MB275wvY4dVqNThebG400rp9vQwYsejWSMZp327cMmO5mmqPX+hhPWX19LW8kdbBC1oewv8Pox5PU\/tYyPP2hRu5cPuoYNt4Ku67oTS1DIGzTWlrHGFrAA4xteXes4DIB5cZ9ykm7dDpqzbWyUGnpq2gqKCka2OofO6R8rW4HI4uJ6kDGRjHTHZYVrt+9Y3DTX8naiKl8TwvBdWAOEhGMZxnGcef8AsmSeJSvULlx8GZtJDUTxfoPi\/FLg2O15atAXTbYaa09pa1RUopP8AwUkMTGyscW+pJ4pHMXdiST1885K0tewuaWubgjpj2Ka028msKTTMemWPpjFDCII53RnxGxgYA74yB5rL2muHLQNZtjT3y83+5G+1tM2pEsT2iCAublrOTBLsZGST169uyw5X8fSxKqXJu4H\/AAyD9+203warV1MA05CjdZGGS4H3qXXRro5ZoHOBdG9zOnng4UXuTcPz71x8kafJ6HDK0muxRIiLCZwiIgCIiAIiIAiIgCIiAyps7xO70bCWu42fa3VMNppbrUtq6tj7dT1PiSNaGA5lY4j1QBgEBZC\/nGuLv+0mj\/uGg\/ylrSntz0wgNlv5xri6\/tIo\/wC4aD\/KT+ca4uv7SKP+4aD\/AClrT0RAbLfzjXF1\/aRR\/wBw0H+Un841xdf2kUf9w0H+UtaUQGy3841xdf2kUf8AcNB\/lJ\/ONcXX9pFH\/cNB\/lLWlEBst\/ONcXX9pFH\/AHDQf5SfzjXF1\/aRR\/3DQf5S1pPREBst\/ONcXX9pFH\/cNB\/lJ\/ONcXX9pFH\/AHDQf5S1pRAZt3M4zeIfd\/R1ZoLX+tKa42SvdE+enZaaSEuMbw9h5442uGHNB6FYS+9EQBEXBQHIaXHlHmr5a6NuW5xlW6jhBPM\/ofYr5TPDQABhQzJCPiZb0lsBuzqbR79c2PSEs1oALopHVEUctQ1ueZ0Ub3B7x0OCB1PRuT0W0HCdeKWv2oqINRxtrZLTcZ6GngeCDDAGMkAcPbzSPx7AAPJRHbnia0dV6C03oyrq6igvFJDS2dtP4DiyRw5Y2SB7QWhp6ElxBHrdOmTJtebbaR0Hpq837b7V97s+oJmzVdTUMqw+nqpOry18BbyBvUhpADh7T1XPzZG7jLhHtunaLFgUdTp571T3Jd+1nrr3Ymp3aFyq7JrivoA7lFLZzTc9KXsb1dI8vBw448jjH7yxbZuDXVlw0s+73fVlBarvykstUsDpO2cB8oOGk+5rvLqpRwt7pan1rPUaEr66WWtpo31sVbKCQIOYB4kcOvMHOAHtDsZ6KSb16s1TtVdrYKqSlr7LdaqOCW4RPcx9OeYc\/PGQf3CS0gnOCDjpnXvLg\/Ti1ZsS0+h1y+LyNpf6uTS6vp56CrqLfVM5J6aR0UrM55XNOCPiF9JOGPcrSk+3mk9DxXUOkZboIaOaaYFzp+UeJA4k+qefmDR2AAaOgCx1ubFoDWe29fY7Poihnq\/oklRRyUVG01DZQ0ua9jmDmOT3PXIJznJULfsht7pPT9uqLVV10WoLa+OrN0fVSAfSmEODvB5hHyBw7Y5sfvZ6rndXxafquleDMmnxT78+foaK6NPDOeNpSTXe+1Piu5u5V0kp5nHBweqsVdSBjzVMhDqmFjhHjpkEdW\/FUO025dDuJpuFz6pj7pDA18gDgTUx4GJGnzP9b4+akNyhcH+Jy+r5r5HnwZdDmeHMqaPO6rSSwTeOXdGP6CKlqGTQxtD7XceYGNw\/+Hm82kHsP\/0rRabbQ0xqaFkUVHc6N5lbO0dXgdep9mPL3qQ3Kjbaro+saAKC4HkqW+Ubj0D\/AHD\/ABVkqKGWtq5KSdzhX0gID+30inPT8TgrqaXUyj8jk1B1dP8Ax6HNyYFe9Jbl2LvU37T1RJDQXOOJ0leBA5xHcnpyk98Z7fgtMuMull0xrSh0xbro91srKFleaUtBdE\/nc3q7u4EtJGe3vWyztIF9fRX2W4mro7dVtkkia1wkHKfP7jg+9YB4pdDX7XO7z6+lqKOGip7dTU8csshJcPWecNaD5vPfC+m9Pz6LH1GOLo2SXunBuSbbVnL0WDPkx7tbFbk+HRrvc9YaovlHHbrxfayrgjxhkj8g47Z8yfvyrXkDzWVKPY6mb1uF\/kc7HaGIAfEkqL6o2v1FYyZ7e39Z0vX14W4ez\/1M7\/i3P4L2G7d3Mqxxg6iqIg+bl79fcpRR7x6+tmnv5LUd9e2gY0xsBjaXxs\/qtcRkD\/ooRNKWOLZAWuBIIIwQR3CpX1AHmkcksfMWHhhk+pWVEtRnLiT+KtVxw4cwPvXeWp96oppuYELBKV9zahHaeCIixmUIiIAiIgCIiAIiIAiIgMy8H+2mnN2+IjSeiNXUH06z1Uk89XS+I5gmZDBJLylzCHAEsHYhbg7a8Bm3NVvrvRZtTaOmm0pZaeli0vE+omYxklXC6Yljw7meYQGt9Yket1zhYZ\/Ra2R9x4k6+9TQZpLHpWtqHTOxyxyyT08TAfeWPm\/BpX0h0nvho3U9g211DQGOF26sYkt8RcA\/mbQSVL2nH7TmNhLT9yA+Hdi0DrPVOoZtKaP0veNRXOne9j6a2UMlTKA13KXubGDytz3ccAZ7r21vttuHttVwUO4Ohr7pyaqBNOLnQSU7ZwBk+G5wDX4z15Scea+kfDvRWXhN09vHvLubqeG0aPuus660W+mpqF09Y+Slr56ZrmFuSeZ4kaGcpADC8uAziX7jbu7J8UvCFu9c9HV9RfGaS09crg6G60boqigroKOWemkHMBn1o8hzS4HDm57hAfKrRe3evtyK+a2bfaLveo6mmaHzx2yhkqPAac8pkLARGDg45iM4IGSpTozaW\/2\/erR+3m62ir3ZW3e80dPUUdyo5qOSenfM1rywuDS5pBI5mH7jlbpcVO7er+C\/Qu3ezfD3DSWG3XG1m4VeohRRTyVs7S1r+XxGujMjv23uLScPjDcALEWkuMndjfG87a7bbl2iw3Z1Jre11UepBQ+FWDklafCAZiJjzn1nNa3LPVLcnmQFp4uOFHVumN6dSRbL7L6nk0bRwUs0b7dbqqrgY90IdKGPPMXgOySATy9ey1s0vpHVWur3DpfRenrhe7xUh\/g0dDTulldyglx5R1AABJJwBjqvoPxb8au9Wz3FHS6L0jcqKHTNkZQPq7ZJSRSC5Nm5XyiSRzS9h5XFrSxzcdCQeoOL+Oy5XXhy4yWa02cr3aau940zTXqeamjY5pqKiarp5vUe0sIe2mY4gjBcS7ucoCCcU+h9qdB6C24tOlNn9a6K1dLSOffZr7TTxMrHNjYJMGRzmSPEricx4aA4ZHrNAwvpbandDXNsdeNF7dakv1CyrbQOqbZbJqmMVLgCI8xtODggn2AgnAIztx+kNv131Xs5w26o1BWGqud305WV1ZOWNaZZ5ae2ve4hoAGXOJwAB1Uq4Y90dR7N\/o79c7g6Q+ji82+\/TR0clRHzsifM+mh8TlPRxYJC4A9CQMgjIQGi2tduNf7cV0Nt1\/om96cqahhkgZc6GSn8Zo7lhcAHgEjPKTjPXqvbRG1e5u5bqhu3m3+oNRtpMColttvlnihJGQ18jW8rXEdQ0kEjqOy3l201\/qPjC4Pt2rbvnVUt3ueiB+sbTe20sUFRC4QulYSI2hmWuie0kNbzMfykHBJ2N1Tt1uXoS2ab0Ps3r3S20G1emqCOe7X11NTz1lVJ152tbUAwsBAD3Sv9ZznZyQC1wHxyvdjvemrtVWHUllr7Rc6J4ZUUVfSvp54SRkB0cgDm5BBGR1BBVEt7eP8A3j2\/3b0Bp+o0Vou\/ahp7XcfoEW49TbPo9HVujYRLBFMI2Cbndl2WtbHzMcYwcHGiXXzKAIMZ6oiArIZeyr4piPNWZjuVyrIZu3VVZeLo3h2g4bNpK7aS1ap1YK64Xm9Uv0oTQVbom0nMTyhgb3IAGSc9fLosX7nR760VtusNwor7V6Toqh9O27m3uayeAOw175QMYPQF37JPTKx5ofefdXTtmj0ppm+1Tra1+WUzaZk5Zk5IYS0ubk+QPn71vVqDX7NW6GY6x00gguFEWtoamF0L25bymN7HgFvsOenmMhaOX3kJ7qv7HstLLR6rS+7wy93Nd+Ur4\/qYG4cNu92tOQN3VsdLaH26spHQG31le6Coq6cuDg+MBjmt6sBaXEZHuOVl\/a\/V+jt4Jr3Uaw0VRTTWCtELbVdYo6oRnkP9K6NwLc83M0dDjkJHcKP6IOqbRt\/btN3oU0NdQUzKNslPK57DExoawnIHUNAB8iRkd+kZsm0FstN6qdRS6lvT6+re58rqeo+jMPMcluGesR\/vI8Us0m5qvIpDqml6fhhjwT3xf1L\/AFcGXLNpm1PrrnQ7e2ynsUUUzal7Y3mOnEjm4DWBuQwYbnkaMDJOOqgetNr7zqu33GO8a1r6SWpBBhp2x\/R4umC1w5eZ+fP1h7FKtB2h1HNPYrFIaYVcj6qomklfI7m5WtL3FxJccNaB1\/gqDVNtrLXUmlku81Qwk5JAaXe7zWlkwzxyjBPl9vU6Udbg1Giep2vartLw\/BrxtZYt39ttd2vVdngDDY6l5ayes5YZGODo3gNyejmud1x5jI8l9IdI6wtev9Px363gRv6RVlMTl1PNjq33g9wfMfitRfAnlaTFC94aMksYSAPfjsr5t7ryv0DqCO5U\/NLSTYirqbPSaLz+5w7g+R92Vz\/aPoUOr4N2P\/liuPv9v+jwzzyqpL5b4\/8ADZy62mmnglpqhhdFK0tcCcdD71CxDUxyOoXDNwtQMlNJ5zQeYP4dPv8AxWQ6e4W2\/wBsprvZ6htRRVkYlglHTIPkR5OB6EeRVnuFuZJJFUhn9NCTyO9me4PuK+S45SxTeOfFcEyh5EMdVxUNwhvVN69tuP8AR1DMfsP88jy\/79ywLuM6ODWt0p4CTHDL4bD5gBo6fcOy2Fp4aSolqfDjxRVhLKiE9DTzg98ewrV7UdQ+ovtxmfKZeaqlw\/8ArDnIB+GF9C9io7tRkyPwSRr5FxRQulC8ZJe\/XuvN8mFTTTnyX0uL4NGUeSxap0RpzVBdJcKMR1OMfSYcMk\/E9nfjlYc1TtVqGzOfPax+s6UdQYxiUD3s8\/wz+CznNOSFSucT38lEnZaKo1Uke4OLXAtLSQWkYIPsK8z16rY3UejdP6la51yowJ3DpPFhsg9hz5\/iCsU6j2nvlp8Sptbm3GmZ1w3pMBn+r+9+HwWNozKRCEXL2PjeYpI3Me04LXNIIK4PQ4UFgiIgCIiAIiIAiIgCIiAzZw2cSk\/DtbtwoqHSjbtXazsrLZR1Rq\/B\/V8rBNiQt5T4jSZgS3Lf9WOvVRTZ7efU21G4GidZGqrrxRaIrXVFFaaiukEDIpGOjnjiBy2IvY9wyG4zgkFY+88rj3IDcaz\/AKRGri1Hrak1ftBaNUaA1fdHXNmmrjUNk+hPcyMSNEjonMe172OlLTH+29xBGSq3VH6QDQU+1OtdntueG20aNsurLFX2hht1bDC2GSqgdC6Z8UUDWnDZCcA5yO\/VaWYHbC588+aA2w2t48zZdu6HajfDZ+w7o6etMbIKAXHwxNDC3oxjxLHIyTlADWnDTgDJOMpuJx5R6kp9Maa0DsnpzRuldOX6ivzrZSOYZKh9NKHsjbIyJjYQcDJawnpjJbkHU\/v3T3IDKPEdvZ6d94rnunSafNkZWNpo4aSSfxywQsa0Fzg1uScZwB0zj3q5cVvEIziZ3Ro9x26WdYBS2Clsn0Q1f0gnwp6iYyc\/K3uakgDHQNHtKw4OiduyA3DrON7abVGyGndrdxeGuh1Pc9MaeFkt1xrKuJzaeUU7IfpEJMRkhLvDY48jgctHXoCMUaZ4kjp7ha1Jw3O0oKh1+usdxZeBWcoiYHwvcwxcvrHmhGDzAYd26dcJ9hgea4IyMFAZq2g4jHbVbNbp7SnSZuI3JtxoWVoq\/C+g80MsLnFnKfE9WXIGW9W+eVlvQf6QkSbc0G2PEHszZN0bbbGRx081fJEHubE3liM0ckUkcj2jA58Nce5y4knTrA9ie\/2DCAz\/AMSXF9qTf602vRNt0nbNG6KssgqKOx253MDKGlrXSPDWAhoLuVrWNaCSTk4IwC0FzmRsHM95w1oHUn3DzWZdibLtVqV5tGqLWZr0x5dH4072xytz0AaCBkfxWyth0xpnTTS3T2n7bbcj1jS0zI3O\/wDUQMn8VWyHI0rs+2O4N+5f1Xo+6Std0D3QGNv\/ABPwFPrDwr7j3QNku1Ta7Ow92yzmaUf7sYLT\/wAa2wa4fFd2EZz59k3FXLyME2fhG05CQ6+asuFWf3m00TIQT\/vcxWQNP7EbU6dIfT6TgrJhj+kr5H1JPv5XksH4NCnIcAnP71VyI3M5oqC221git1vpqRmMcsMTWAfAKpMg7l3TPYqm5051Wi1+ZkLT9BpWHTJuN0o21U0wdzFzj6mCQAAO3Qd+\/VQqkpZL1cBR2OnlnM0jmwxgesQD7\/L3lUhrakQOpRO8Qv6uYD0KuekdQjTd0FaW4Y6J0WR3aD\/\/AJ\/FYdklNzs7r1Gk1WPDp1HY0+ZHtc7XqPQ9bHPXUpppHjlBD2va4d8ZaSPJRy7V1Vdqn6TP1fy9AOwV01VqGsv9w53TONMwEtDv3nHz+C97LJZWWqZ9XJGydmch3n7FVuW3fKNyT4NqGGMtQ+n6fN+m1b9fIsQvtPR2Y0Ro3Oky4ktHUkn\/AAwo2wv8Nplbhzi5xHsBPZVlVM2eaSVjS1rnHl8unkqKR2OgJWXFC2stU2jla3VScPhLVQdJrxMm7MbpnR9z\/k\/fKktsVfIMvd1FHKegkH+yegcPx8lsbVwggFrmkOAeCHZDgexB+5aOSuHt+Kz3sLus2vjh291LVs8Znq2mokcBzD7OT7f6vw9i8J7X+zzyp9Q0y+ZfUvt5+vmauHL\/ACsmOo45LJJUaggYHwOhcK1nux0f946LUCSRzgC9xLu5Pv8ANbm7nSx23Qt\/q5CGCOglac9MZbhaSmrik9Vj2uPngrJ7Bxc8GXI\/NL8DO6dHMsmD3VJLIT0XeR2VTvccL6DyjU7nSQ5yvBxx5ru92cheL+6sDq4+9eLiuziV5uJwgLJf9K2PUUeLlQsMo6tmZ6sgP3jv9xyFjTUG1d3toM9nk\/WEAPVgHLK0fd2d+HX3LMJPX7l0PTOPgo7k2zWyWKWB7op43RvYcOa4EEH3hdVn696Zst\/bm50TJJAOUTDpIB7Obvj3LHF+2tudE581ll+nQdxGfVlA\/wCjvwx9yiiykQhF3mhmp5XQVEL4pGHDmvBDgfYQey6KCwREQBERAEREARFnrYDhesO\/Gn7hc275WLTVytjKiqqrRUWuWpmio4Q0uqXuEjG8nU9Bnt3zkDBqdTi0mN5czqK+1kpOTpGBUV11ta7HpXVNxsNp1fb9QW+knMVLd6VrooK1mAedjX9R3II69QcEjqrPHLFK0Pika9p7OachZYTU0mvENUd0QdSAO57LI194dN8dM6MbuDftsr3RWAxtmdWSQj+jjPZ72A87GnI6uAHVUyZ8WFpZJJX2vi\/QJN9jHKLjP8F5yVVLE8xy1UTHA45XPAPwWUg9UVRZKakvN2t9tddqSjhrqqOmNZO\/EMIc8NL3kdeVuST7gVfNzNJWzb7Wt00pa9Z2fVNHbpGsjvFreDTVILQctIJHQkg4c4ZB6lU97FT2ePcmnVkbRecdRTzEthnjkIGSGuBx1x\/+F6K\/3IaruetJWVNBUx1lHM+KaJwcx7Dggjzytrdl95qXWVKyxX6ZkN3hbytc44E4HmPf\/wB+86mr2oq2qt1VFXUUzop4XB8b2nBBChh8n0Ia8leod0WIdmd4qXW9HHZrzK2G8wNAwTgTgdOYe\/8A796yy13llUZjao9w9C5eXN705veoIPQv966+J715ud37Lzc\/HmEB7OeM91x4ipnOcSuhmx0LuyFkz3kkVLNL0JXjLWAHGHFUNRcGt6cr\/grIm34HNbUOa3DSArNUVkv1hXpV1geOhKtcsufNVZK4E9XKf2pHEKj+m1EMraiGZ8ckTg9j2uw5rgcgg+Rykrj7VSSk+1KvhizP+oN+KPW2xV1tV8qIodTRNgo3t5sGtYXgeK0e3lDucdgRnpkLAFvx4hPuVNI5IKqSBpIjyVo9O6dg6bGUMCpSd15en4Epbu5dX9ivCTKoX3aRo6wHqvIXXm6ugkx7l0zHRWPXi49+qppbjGzvDL+AXLJvFbzBrgD7RhShR3cvFzly568nkqQHOXRx691w4ldC5SDnPtK83e5C7K6l3TugLfdtPWa+RmO50TJHYw2QDD2\/c4dVj2+bYV9IHz2Wb6XGMkRvw2QD+AP8PuWUC7p1XXPvUVYujXyeCalkdDUxPikb0LXtII\/Aros7Xay2q9QmC5UUcw8nkYe33tcOo\/7zlQG+bZVsAM9kn+ksAyYX4Dx9x7H+Cii6lfcg6L2noa2mmdBPRzMkYcOaWEEIlE2eKIigkLajgNsF\/qrtuPdKSxXKahm0LdqOOqio5HwvqCxpEIkA5TIQR6mebqOi1XU+0Pv9vTtpZjpzQW5N5slr8Z1T9EppR4YkdjmcA4HGcDOFodT0+XVaaWHDVvz7f0LwajK2Z\/4SNUam2h2H341dbbWyk1Fp6K2eDHcqI89NP4jmjnieAQ5hdzYI6EDIUZ4nq\/0kbLbSb96goqKHWGpXXe3Xuro6ZsDbgKWZrIZpGN6eI1ocMjGec9g1oGEK7dPce6DUguGtLtONXvjkvofOSLi6MgsMv9blIGPYBjsFbK7VepbpYLXpe5XusqLRZnTSW+iklJhpXTEOlMbezeYgE\/ctPH0ucdT8U2tzlb79tm3b+eSXPjaU9juM1pvdtusFFFWy0VbBUsp5mF8c72SBzY3NHVzXEcpA6kEgd1vrQ12+OmLDubxE8QEWo4m670\/V2mzaEpo6mqhjErG8k80A5m0kULGftP5T\/SSFxDncp0Eoa6tttfS3S3VUlLV0U7KmnnjOHxyscHMe0+RDgCPuWT7jxXcR93t1TarlvHqOekq4XwTxOmaBLG4crmnDc9QSFPVdDm1so+6Ua7Nu7q06XDrt37+VCE1G7MUA8zRkZx7ey+m3CHqa5WjZfZTSNNDSPteo\/wCVMtxgmpmSCV1PJNLEeo6YeAffge5fMnA6nGM+XkFLbJu1ubpultFFYdc3igp9P\/Sja4oKlzW0hqQRPyDy5+Y5+8+ZWTrHTpdTwLEmk7vn0a\/u0xjkou2bfbp7rax01uFsFvVYJqGi1drvT1Nbr\/XMoYv\/ABkEtXAHhzS0gHGAHDqB0GAqa9WC40H6UC2VdfY6qlo7lqLx6SaekeyKr5bb6z43OAbJh2MlpODjrladXHXGr7xDZKa56luNTHpqIRWcS1Dj9BYH84ER\/dw7qPZj3KSX3iB3s1PfbJqTUO5l9rrppuWSe01Uk+H0cjwA9zOXAHMAAfaBg9Fp4ujZcMdsWuYTg3z\/ADO1+CfeJ9zaS9bq3riM03xD6O3ItVoqKDbq03C86WdBRMimtc1JLK1rY5GjmLXCMcwJ65I7LRvt0V7oNb6ttX6+Fu1FcKf+VMElLeuSYt+nxSO5nsl\/rBziSfbk+RVkXR0GgWh3Rj9Lql5Ukn+WrKykpOwiIuiUPegr6u2VkVfQTuhnhcHMe04IK2y2d3ipNc0LLRdZmw3qBoDmk4E4H7w9\/wD+lqMqm3XKutFbFcbfUPhngcHsc046qGrIas+gXN705vesXbQ7uUWurey318jYbxA0Ne1xx4uP3gPaslcxHnlUaoo1R6uf714yPOPVOCur5Q3JPRU76mF\/qmUBQQdH\/S8ktmBSN8wH9K5p+5eEggbkmoP4FUxkp2uLzM8596IlKirqarwmHtn24VnluDyHF5GD7l61dfAWlrJAHHtkK0TySnJ+kAj2KxXedaioY4ktPRUUk2fNHvB7kFeD3BVZNnD3+ap5H5XL3rwkd7ELJ2dZHBe0E8MbfWcM+zCpHO9q9GSsa3rAXe9ESdprjT5wG5x7QvOWujYMtjdhewjhlGXRAYGeoVK2Zr6gxtA5QFcg833SMdPCk+8tXR9zhb1LZD+CqnBh7tC83BpP7IViGzqyZkrQ5vY+1dXEe1D0HRdHd1KIOHFebu67OOF5ucrA4JI6LrkA90J6ZXRzmtBc8gAdSScIKOS4LqT17qyXTWWnLWCJbg2WQDpHAOc\/4D8Solct0aggstlAxuez5TzEfgMf9SoZO0yKXYHUhWe46usFtcY5rgySRveOH+kcPvx0\/isUXHUd6ujj9NuMsg\/qg8o+A6fwVuPXulk7PMyW\/dSga4tjtkjmg9CZmtJ\/DyRYz+KJZO1HKIiqWCIiAIiIAiIgCIiAIiIAiIgCIiAIiICqtd0rrLXw3O3VDoaiBwcxzThbY7Ubs0OvLeKStkbDdoQBJHkDxP8AaC1EVZaLvX2O4Q3O2VDoaiE5a4H+B9yhqyrjZvbUPPKT4fP96t0rv69Nge0KI7Wbo27XlvbTzyCK6QgCWEkev\/tD\/v8AwU7cWHr39xVGmURanuJBIhIHZU75ntBLIc49qu8rmBp6KgqHt5SAAMpREpFkmqWyycr6cA\/f1VLUS\/uNhIwvDUV1sGnqSW7Xi4MpoISA58kmBzHsxo7vceuGtBdgE4wCRiHUPEZaop3R2a0VNY1pwC57YQffkhx\/\/qpMKTZlgvLiSBjC8nP8srBUfENeJpmxRaYLzI7DY21ZLnHyA\/oup9wCvFHvzRRVzrfqaw3Cz1EfL4kVRE4uYCAQSC1r8EHP7Hb8FW1dGVRZld714veqKgvVvu0TZqGqjmZIwSMcxwc17T2LSOhH\/Q9Dg9F7Pee\/tQsHuz0VfAAY257YVrzzOx71c48iFoUoHnVTmKJzgevkrZRSF0kjj7F3uUxP9GD2VPS5Eb3DuRhXpssmi4kkjPkV0PdBnkC6SSMjaZJHBrR3c7oB95Kkr3DnexeTiOYN8+6j911\/pm2l0YrvpUg\/dpxzD\/i\/Z\/ioddd17hO50dqo46Zo\/fkPO\/8ADyH8UJUX4mTpHNY0veQ1repJ6Afeo7cddaat2Q64tneM+rT+ufiOn8Via43+73Y5uFfLMAchpd6o+5vZUBc4\/tEk+9TZbaTq5bqVkpLLZQxwNz0dIecn8OgH8VFblqC8Xd\/NX18sgz0aXYaPuaOn8FbkSyaB95yc90RFBIREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREBXWW83CwXKG6WyodDPC4EFvmPYtqttdzqDXdsaHuEdxiaBNESAXEdyP+\/8A8gajFXCx3u46fuMVztkzo5oz5eY9h+ChkUmbrzS9MHv5q13CaRlPJJG3LmtPKPfhRrQW4dBra2MeHhldG3E0R6ZPtCv1RWwRZLiPeiNafejW3eqV9XuZBbNQ189BYmQUv0KdkPitbC+JrpJmtyOcmXn5yOoLS3B5A1VtboDSFm28uN4tujr7cb26DxKCvqmNuNsqmggvbEaNzhGXNBAMoa9pPQgjplbU2mNM6wpv1fc6KKeJri+Iuy10Tz3cxww5uemRnBwCQSAol6E56CgrbVp3X2obPb694fUUkRbURTYzjIEkOOhwRh2cDOcDENGRSiQSufatmbpDfdLXSju1n1BAxtx05XSBtfTsc3mLS5vVrm5Lebp1GCD3WPtWajtGonSyU2nCyc4EVXNMBJCzmzysjp2RRdfMvY89+ucLJ7eH+1QT4qtWVzgO7WWiJnN\/vGpdj\/hKkdn2x0dp8trBbvpc8XrMdXPE7Q728nK2M\/c5rh96xfDw3+98S6kRXaO1agotMwyTU07RUVbqmlDx2g5A1zh\/svfgjyPIT59cnUIuFQ\/klhx95XahuMr53Goc+R8zsySPcXOcfaSeqr62upbax0sszIm8uS97gAPvJWSrKvucst0wcCSzofaquUiGLt5KCXDc2wW97iyqkq3jPqwDI\/4jgfDKid73fvNwBit9LDRx4wD\/AKx\/xPT+ClKhtbMj1U0TOaaokbG0d3POAFYLhr\/TdqjcxtS6qlz+xAMj8XHACxJX3m53OUzV9bLO7y53E4+4dgqMknqe6yF9pP7ru9dZmmK10kVI36xw8R\/8fV\/gofcb7d7q8m4V883ue8kfgOw\/BUCKpNIEknJPVcLlEJCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCZI7IiAuFjv1w07cY7pb6gslY4FwDsB49h\/xWedNasp9X0baqCQCftLEehB8+n\/AH7Vrt5YVwsd9rrBcWV9C\/DgQHtzgPGe3RCrimbKQ04ifzPeR19qvUcrHRDDugCxDNurbIqCGoDJZpZW55GkAMI8nEnI+BUcue8OpKlpitvJQsIxzMbzP+Lv8AoaMfu2ZNvlzhpKp7pZ2Rxg55nkNA+KjNw3L07RZbFJJWSDuIhho\/3j3\/DKxLW3WvuEpmq6uWZ7u5keXH+Kpc5OT1KijIopE0u2511qnn9VwRULR0GPXf8Afk9PgFF6+8XO5yeLXVss7u4Mji7H3Z7fgqLA9i5VqLUcHJ7krlEQBERAEREAREQBERAEREAREQBERAEREBjb0mXj7BR\/B\/zJ6TLx9go\/g\/5lEEQEv9Jl4+wUfwf8yeky8fYKP4P+ZRBEBL\/SZePsFH8H\/MnpMvH2Cj+D\/mUQRAS\/0mXj7BR\/B\/zJ6TLx9go\/g\/5lEEQEv9Jl4+wUfwf8yeky8fYKP4P+ZRBEBL\/SZePsFH8H\/MnpMvH2Cj+D\/mUQRAS\/0mXj7BR\/B\/zJ6TLx9go\/g\/5lEEQEv9Jl4+wUfwf8yeky8fYKP4P+ZRBEBL\/SZePsFH8H\/MnpMvH2Cj+D\/mUQRAS\/0mXj7BR\/B\/zJ6TLx9go\/g\/5lEEQEv9Jl4+wUfwf8yeky8fYKP4P+ZRBEBL\/SZePsFH8H\/MnpMvH2Cj+D\/mUQRAS\/0m3gdRQ0fwf8yeky8DtQUfwf8yiCICX+ky8fYKP4P+ZPSZePsFH8H\/MogiAl\/pMvH2Cj+D\/mT0mXj7BR\/B\/zKIIgJf6TLx9go\/g\/5k9Jl4+wUfwf8yiCICX+ky8fYKP4P+ZPSZePsFH8H\/MogiAl\/pMvH2Cj+D\/mT0mXj7BR\/B\/zKIIgJf6TLx9go\/g\/5k9Jl4+wUfwf8yiCICX+ky8fYKP4P+ZPSZePsFH8H\/MogiAl\/pMvH2Cj+D\/mT0mXj7BR\/B\/zKIIgJf6TLx9go\/g\/5k9Jl4+wUfwf8yiCICX+ky8fYKP4P+ZPSZePsFH8H\/MogiAl\/pMvH2Cj+D\/mRRBEAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREB\/\/Z\" width=\"309px\" alt=\"how do machine learning algorithms work\"\/><\/p>\n<p><p>Each of the clusters is defined by a centroid, a real or imaginary centre point for the cluster. K-Means is useful on large data sets, especially for clustering, though it can falter when handling outliers. K-Means is an unsupervised algorithm used for classification and predictive modelling. Linear regression uses labelled data to make predictions by establishing a line of best fit, or &#8216;regression line&#8217;, that is approximated from a scatter plot of data points. As a result, linear regression is used for predictive modelling rather than categorisation. Machine learning programs can be trained to examine medical images or other information and look for certain markers of illness, like a tool that can predict cancer risk based on a mammogram.<\/p>\n<\/p>\n<p><h2>How do you train a machine learning algorithm?<\/h2>\n<\/p>\n<p><p>The most common prediction among all the decision trees is then selected as the final prediction for the dataset. A random forest algorithm uses an ensemble of decision trees for classification and predictive modelling. Natural language processing is a field of machine learning in which machines learn to understand natural language as spoken and written by humans, instead of the data and numbers normally used to program computers. This allows machines to recognize language, understand it, and respond to it, as well as create new text and translate between languages.<\/p>\n<\/p>\n<p><a href=\"https:\/\/www.metadialog.com\/blog\/how-does-ml-work\/\"><\/p>\n<figure><img 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' alt='how do machine learning algorithms work' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='406px'\/><\/figure>\n<p><\/a><\/p>\n<p><p>1, the popularity indication values for these learning types are low in 2015 and are increasing day by day. These statistics motivate us to study on machine learning in this paper, which can play an important role in the real-world through Industry 4.0 automation. In the following section, we discuss several application areas based on machine learning algorithms. Regression analysis includes several methods of machine learning that allow to predict a continuous (y) result variable based on the value of one or more (x) predictor variables [41]. The most significant distinction between classification and regression is that classification predicts distinct class labels, while regression facilitates the prediction of a continuous quantity.<\/p>\n<\/p>\n<p><p>Resembling a graphic flowchart, a decision  tree begins with a root node, which asks a specific question of the data and then sends it down a branch depending on the answer. These branches each lead to an internal node, which asks another question of the data before directing it toward another branch, depending on the answer. This continues until the data reaches an end node, also called a leaf node, that doesn\u2019t branch any further. For example, a programme created to identify plants might use a Naive Bayes algorithm to categorise images based on particular factors, such as perceived size, colour, and shape.<\/p>\n<\/p>\n<div style='border: grey dotted 1px;padding: 13px;'>\n<h3>What is the future of machine learning? &#8211; TechTarget<\/h3>\n<p>What is the future of machine learning?.<\/p>\n<p>Posted: Fri, 08 Sep 2023 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiXGh0dHBzOi8vd3d3LnRlY2h0YXJnZXQuY29tL3NlYXJjaGVudGVycHJpc2VhaS9mZWF0dXJlL1doYXQtaXMtdGhlLWZ1dHVyZS1vZi1tYWNoaW5lLWxlYXJuaW5n0gEA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>Most types of deep learning, including neural networks, are unsupervised algorithms. Machine learning algorithms are computational models that allow computers to understand patterns and forecast or make judgments based on data without the need for explicit programming. 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. 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.<\/p>\n<\/p>\n<p><h2>Advantages &#038; limitations of machine learning<\/h2>\n<\/p>\n<p><p>A practical example of supervised learning is training a Machine Learning algorithm with pictures of an apple. After that training, the algorithm is able to identify and retain this information and is able to give accurate predictions of an apple in the future. That is, it will typically be able to correctly identify if an image is of an apple.<\/p>\n<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"306px\" alt=\"how do machine learning algorithms work\"\/><\/p>\n<p><p>There are a number of important algorithms that help machines compare data, find patterns, or learn by trial and error to eventually calculate accurate predictions with no human intervention. To analyze the data and extract insights, there exist many machine learning algorithms, summarized in Sect. Thus, selecting a proper learning algorithm that is suitable for the target application is challenging. The reason is that the outcome of different learning algorithms may vary depending on the data characteristics [106].<\/p>\n<\/p>\n<p><p>Actions include cleaning and labeling the data; replacing incorrect or missing data; enhancing and augmenting data; reducing noise and removing ambiguity; anonymizing personal  data; and splitting the data into training, test and validation sets. Machine learning is a pathway to artificial intelligence, which in turn fuels advancements in ML that likewise improve AI and progressively blur the boundaries between machine intelligence and human intellect. 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. The technology not only helps us make sense of the data we create, but synergistically the abundance of data we create further strengthens ML&#8217;s data-driven learning capabilities.<\/p>\n<\/p>\n<p><p>Multiple samples of your training data are taken then models are constructed for each data sample. When you need to make a prediction for new data, each model makes a prediction and the predictions are averaged to give a better estimate of the true output value. These are selected randomly in the beginning and adapted to best summarize the training dataset over a number of iterations of the learning algorithm. After learning, the codebook vectors can be used to make predictions just like K-Nearest Neighbors. The most similar neighbor (best matching codebook vector) is found by calculating the distance between each codebook vector and the new data instance. The class value or (real value in the case of regression) for the best matching unit is then returned as the prediction.<\/p>\n<\/p>\n<p><h2>Is machine learning hard to learn?<\/h2>\n<\/p>\n<p><p>Of course, the algorithms you try must be appropriate for your problem, which is where picking the right machine learning task comes in. As an analogy, if you need to clean your house, you might use a vacuum, a broom, or a mop, but you wouldn\u2019t bust out a shovel and start digging. As a result, you should try many different algorithms for your problem, while using a hold-out \u201ctest set\u201d of data to evaluate performance and select the winner. The future of machine learning, as part of the wider field of AI, is exciting for many and concerning for some. The development of International Standards is crucial if we are to minimize its risks and maximize its many benefits in every part of our lives.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Machine Learning: Algorithms, Real-World Applications and Research Directions SN Computer Science Shulman said executives tend to struggle with understanding where machine learning can actually add value to their company. What\u2019s gimmicky for one company is core to another, and businesses should avoid trends and find business use cases that work for them. These prerequisites will&hellip; <a class=\"more-link\" href=\"https:\/\/ultrasun.com.ar\/2021\/2023\/07\/12\/what-is-machine-learning-matlab-simulink\/\">Segu\u00ed leyendo <span class=\"screen-reader-text\">What Is Machine Learning? MATLAB &#038; Simulink<\/span><\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[280],"tags":[],"_links":{"self":[{"href":"https:\/\/ultrasun.com.ar\/2021\/wp-json\/wp\/v2\/posts\/3222"}],"collection":[{"href":"https:\/\/ultrasun.com.ar\/2021\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/ultrasun.com.ar\/2021\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/ultrasun.com.ar\/2021\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/ultrasun.com.ar\/2021\/wp-json\/wp\/v2\/comments?post=3222"}],"version-history":[{"count":1,"href":"https:\/\/ultrasun.com.ar\/2021\/wp-json\/wp\/v2\/posts\/3222\/revisions"}],"predecessor-version":[{"id":3223,"href":"https:\/\/ultrasun.com.ar\/2021\/wp-json\/wp\/v2\/posts\/3222\/revisions\/3223"}],"wp:attachment":[{"href":"https:\/\/ultrasun.com.ar\/2021\/wp-json\/wp\/v2\/media?parent=3222"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/ultrasun.com.ar\/2021\/wp-json\/wp\/v2\/categories?post=3222"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/ultrasun.com.ar\/2021\/wp-json\/wp\/v2\/tags?post=3222"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}