{"id":644,"date":"2024-12-06T10:43:16","date_gmt":"2024-12-06T10:43:16","guid":{"rendered":"https:\/\/executive-education.amref.ac.ke\/?p=644"},"modified":"2025-07-07T19:26:57","modified_gmt":"2025-07-07T19:26:57","slug":"what-is-the-definition-of-machine-learning","status":"publish","type":"post","link":"https:\/\/executive-education.amref.ac.ke\/index.php\/2024\/12\/06\/what-is-the-definition-of-machine-learning\/","title":{"rendered":"What Is the Definition of Machine Learning?"},"content":{"rendered":"<p><h1>What Is Machine Learning? MATLAB &#038; Simulink<\/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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\" width=\"301px\" alt=\"definition of machine learning\"\/><\/p>\n<p><p>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. Deep learning is a subfield of ML that deals specifically with neural networks containing multiple levels &#8212; i.e., deep neural networks. Deep learning models can automatically learn and extract hierarchical features from data, making them effective in tasks like image and  speech recognition.<\/p>\n<\/p>\n<div style='border: grey dotted 1px;padding: 11px;'>\n<h3>Feature Engineering Explained &#8211; Built In<\/h3>\n<p>Feature Engineering Explained.<\/p>\n<p>Posted: Thu, 11 Jan 2024 08:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiMGh0dHBzOi8vYnVpbHRpbi5jb20vYXJ0aWNsZXMvZmVhdHVyZS1lbmdpbmVlcmluZ9IBAA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>Watch a discussion with two AI experts about&nbsp;machine learning strides and limitations. Through intellectual rigor and experiential learning, this full-time, two-year MBA program develops leaders who make a difference in the world. Even after the ML model is in production and continuously monitored, the job continues.<\/p>\n<\/p>\n<p><h2>Classification &#038; Regression<\/h2>\n<\/p>\n<p><p>A doctoral program that produces outstanding scholars who are leading in their fields of research. Build solutions that drive 383% ROI over three years with IBM Watson Discovery.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"305px\" alt=\"definition of machine learning\"\/><\/p>\n<p><p>While this topic garners a lot of public attention, many researchers are not concerned with the idea of AI surpassing human intelligence in the near future. Technological singularity is also referred to as strong AI or superintelligence. It\u2019s unrealistic to think that a driverless car would never have an accident, but who is responsible and liable under those circumstances? Should we still develop autonomous vehicles, or do we limit this technology to semi-autonomous vehicles which help people drive safely?<\/p>\n<\/p>\n<p><h2>Articles Related to machine learning<\/h2>\n<\/p>\n<p><p>Machine learning (ML) is a process in which computing systems learn from data and use algorithms to execute tasks without being explicitly programmed. Unlike supervised learning, reinforcement learning lacks labeled data, and the agents learn via experiences only. Here, the game specifies the environment, and each move of the reinforcement agent defines its state. The agent is entitled to receive feedback via punishment and rewards, thereby affecting the overall game score.<\/p>\n<\/p>\n<p><p>Bayesian networks that model sequences of variables, like speech signals or protein sequences, are called dynamic Bayesian networks. Generalizations of Bayesian networks that can represent and solve decision problems under uncertainty are called influence diagrams. 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. A phone can only talk to one tower at a time, so the team uses clustering algorithms to design the best placement of cell towers to optimize signal reception for groups, or clusters, of their customers. The famous \u201cTuring Test\u201d was created in 1950 by Alan Turing, which would ascertain whether computers had real intelligence.<\/p>\n<\/p>\n<p><p>The chapter reviews established learning concepts and details some classical tools to perform unsupervised and supervised learning. Then, deep learning algorithms and their structural variations are discussed, along with their suitability to solve specific problems. Complementing the remaining chapters of the book, we highlight some recent topics about ML, such as adversarial training and federated learning, including many illustrative examples. The aim is to equip the reader with a broad view of the current ML techniques and set the stage to access the details discussed in the remaining parts of the book. This chapter presents some fundamental concepts of ML that are broadly utilized and discusses some current ongoing investigations. These applications range  from retrieval algorithms, from code acceleration to calibration of low cost sensors, from classification of dust sources, to rock type classification.<\/p>\n<\/p>\n<div style='border: grey solid 1px;padding: 15px;'>\n<h3>AI vs. machine learning vs. deep learning: Key differences &#8211; TechTarget<\/h3>\n<p>AI vs. machine learning vs. deep learning: Key differences.<\/p>\n<p>Posted: Tue, 14 Nov 2023 08:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiaWh0dHBzOi8vd3d3LnRlY2h0YXJnZXQuY29tL3NlYXJjaGVudGVycHJpc2VhaS90aXAvQUktdnMtbWFjaGluZS1sZWFybmluZy12cy1kZWVwLWxlYXJuaW5nLUtleS1kaWZmZXJlbmNlc9IBAA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>For example, when you input images of a horse to GAN, it can generate images of zebras. In 2022, self-driving cars will even allow drivers to take a nap during their journey. This won\u2019t be limited to autonomous vehicles but may transform the transport industry.<\/p>\n<\/p>\n<p><p>As opposed to the conventional belief of neural network generalization theory, linear theory, and control theory, the ELM algorithm does not require hidden nodes\/neurons to be tuned. Unlike ANN, that periodically assigns hidden nodes, ELM randomly assigns hidden nodes, constructs biases and input weights of hidden layers, and determines the output weights using least squares methods. This justifies the low computational time of ELM and thus is preferred by researchers over ANN. Because it is able to perform tasks that are too complex for a person to directly implement, machine learning is required.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT\/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT\/wAARCABFAGQDASIAAhEBAxEB\/8QAHQAAAgEFAQEAAAAAAAAAAAAAAAcIAgMEBQYBCf\/EAD4QAAEDAgUDAQQHBgQHAAAAAAECAwQFEQAGBxIhCBMxUSJBYXEJFBUjMkNSFzVTgZHRGCViwTNWc5WjsdP\/xAAbAQEAAgMBAQAAAAAAAAAAAAAABQYDBAcCCP\/EADURAAEDAwICBgYLAAAAAAAAAAEAAgMEESEFMQZBEhNRYZGxBxQVU9HwM1JicYGCocHS4fH\/2gAMAwEAAhEDEQA\/APqngwYMERha6kZwz9lGpPPZfymzmymLZbSxHae+rvpe2SFuFSyVDaAyygDYLqfT7VgbMrBgiUlO1A1Wfpk96ZpVHiTGwj6rGRmJhwPXdKVhStgCLIsv33uR5FjqxnfXCDLjh7Tyk1aMIsZbxiVJuOpT62me8hO9xVktuGRyQdwCAL8qON1N9UrXThIy805lxdf+10vqBTMEftdotj9Cr37nwtbCVP0miEsh46ayQ0RcOGq+yRci9+x6gj5g+mI2XUaWB5jkfYjuPwV407gniDVqVlbRU3Sjfex6TBexIOC4HcHknr+0PWtpAdOlECQFArEdOYGW1ouBZBV7QKgQQSBYhQPFiDsqpn7VaA5aLpexVApLazsrrDIbJZjFSAVXKyl1cpJUUoG1lJAO7Ed1fSbtobS4rTeQltVrLNWFje4HPY\/0q\/ofTFynfSZxqhUIsX9nzqC+6lvd9rg2uQL27Pxxi9rUW3WfofgpI+jjioNLvUzYfbj\/AJJ51fU3WGlU52cNJYswMxi8uJFr7a3VK232J9i6lAgiwTzcEG\/GG5l+dKqdBpsybENPmSIzbr8QkksrUkFSLkAnaSRyB48DGeDcY9xLrmqMGDBgiMGDBgiMGKVOISbFQB9CcUl9sC+9P9cEVzBjBbqKnWkOJYO1QBF3E+\/+eK0y3Cbdi\/ycT\/fBFBP6T\/8AeWnX\/Sn\/APuPiN2Sp2YHaBAiw65RIsNtJCGKmtCSCtx0EHgkhNlL5sB3OASrn6d6s6GZP1qdpjmcKI7UFU4OCMUTVsbAvbv\/AALF77E+fTC\/\/wADejf\/AClI\/wC7v\/8A1xVqnTKiSrfURkWNuZB2HYO5fQehce6LQ8O02j1kby+MuJPQY9uXOIsHPHJ29u1QVj1HMc9oIazXl8uLdU2hgqKuS4q6BuSeFKPjlJCvcMcNU2ZkfU1TVQWy5NRUkJdXHv2yoLHKb8keh9+Po7F6HtHXGlFWU5BIWsfvd\/wFED8z0tjLjdEmj8SSy+1lOQl1pYWg\/a75sQbj8zGrJo9VIACRg\/WJ\/ZWGi9JnD1C+R7I5D0mkYijac25h+2OxSHT+EY9ximS8gcxyB8Vp\/vikTXD+R\/5E\/wB8XNfLazMGMVicl11ba09tSUhXKgbg39Pli\/3m\/wBaf64Iq8GPAQRcG4wYIoA9Vrj0zqDqMCOpPecZjJQFKsCeyk2+J9AOSeBc4VsfLWYpbSnGqa8pKVKSr2hcEGxuL388fPD46l+nvUvPWs9RzFlaj\/WIDjLCWZSJ7LKtyWkpVYKWFDkEYWx6XteFMIZNKkdpF9qPtliwuAD+b6JA\/kMdYoqunbSQtEzAQ0XBOb+IVIqIpjM89W45NrBci3lvMDrIdRBccQb2KVpII27goG9iCOQR549RdhdNolUvqLyxTpgCJCS6pSAsKtuiOLAuOPBGNK30p64soKW6K6hJAG1NYjgWCdo\/N\/Tx8uMMHp96dNUcn63ZezJmajFqnxlPGTLXUGHlC8dxCeA4VHkpGPdXV0zqaYGZhu11gDm9scyvMEUwlYercMjcY8l2nXIxJm1fI0WIAp5xEyySq3vYH++IvKoNeSpoGC59652UELSQV2uRe\/FvffxY+hxLrrG0kzzqZPyhIyXAVLcp6JYkOImNx1N9ztbbFa0k3CVeP98R1jdLmu8NbamKS+0UK3p21mOLKuFX\/wCL6gH5gY0dIqYI6GNplYDnDjnc962a6OV1S4hjiMbfcFyisr5iQ8hpdPdQtfIClpva4G6172uRz\/qT6i+RAoVcp09iVLiKjsR3mVOKccT73UoFhfnk\/wBOfGN+vpT1ydWFrorq1gWClViOSBcH+L6gH5gYzKd0t63CpRVS6O85GD7a3Urq7CgUhYVyO7zY3PzxLOrKe2Z4\/HyytIRTX+jd4f0pbdWFNl1jScwoKQuU9OZCElVgbbiefkDiDUbKeYZS9qYhQdpUe44lNrJ3evni1h77DzidnVLkfMWoOlD1IyvGMurGWy4lsPoZO0E7juUQPB9cQ2PSnrko3NFdJta5rEfx4\/i4rugzxxUha6VjTc4dvsM7jCldSZI6YFrHHHL\/ABcq3l2vvbe3CU5uQpxIQ6g7kggFQsrkcp58e0n9QvcbytmJ0BSYKi2SQHO8jYSLXsrdY+RjqB0r66J32o743kqV\/nLHtE+SfvefOLY6UdcEtdoUNwNgkhAq8e3x47uLJ65B7+P5\/Mojqpvdv+fwU8tDt37H8nhdtwpjANiCL7R7xwcGMjSCiVLLWl2V6VWGyzVYdPZZlILgWQ4EgK9oEg8+8E4MchqCDM8g8z5q9RXEbQewLb5jzTEyuiIuW1KdEl0tJESOt5QskqKiEgmwCSeOfhhWjUyo1CXUnYWZS3TGkqca7uWpRfSlS29p8e1t7gTbZfhRP4bh14VbuttMy\/IqzWYJBbWxVZEVlqFHcdW3FaS2VyHQm5Q0jeN7pslN035IvgWVWaJqjIhz2nKxXGptOeulCIuXJrDl7q5UolQAAA8gX\/mMMqg1yLmSkx6lCLhivglsutKbUQCRylQBHjwQDjidN865nzxmmuzHKVFi6f8AZZNBqKlKEuoKO7uuKbJ9hrgbCQCsKCvFrsbBEYWeftTEwZC6dS6i\/TKlFePdW7RpExlaQm1vux6qBHtD8JPjyzMKLqwr+d8t6C5nk6c0+VUc5OpZiU9EJ1pt5tbryGy4kugpJSFE2I5+HkEWsGpdfXES+Mwx461JKSJOXJJQlYCrDYFhfI2m\/I\/D+HcAWFkfP0LNKW4aZDsmoIZU664ac\/EbIC9vAdHqbcE+D8MRUm9Q+r+Z8x6Pxsu5ZekGl1SPA1FjQarGWqBIdQ02Y8oKZHI7qnfuja6dtwRxNnBEY5vUCp1Gi5dXOpshuO4w4guqchuS7tk7TZtshRNyDweAD5x0mNLnbMqcmZMr2YFxlzEUmBInqjtmynQ02pewH3E7bfzwRKdvVmqyG2NuZGGZKm1qWHMqTu2LhGy9lXCgQ57+fha5dcJL6IbCZTiHZIbSHXGkFCVLtyQkk2F78XPzxBHoX64a\/r1rnqBk+uUpaI6ZLr9PdQ64oRWm1uDY4FqUCpQ2j2AhA7fCPaOJ64IjBgwYIjC8k6HUFzMdWrkabWqZUKosOSlwKm8yHCL2FknwCVG3gFSj7zgwYIugytkljKr77rVVrFQLqQkpqdQdkpTY+UhZNj8sdHgwYIjFqTGZmR3GJDSH2HUlC2nEhSVpPkEHgjBgwRJrRTpRyroZnTN+ZqTV6\/WZ2ZJX1x1quS0SGoa9yyfq4DaSi4cKbkk7QBfjDqwYMERgwYMESh0Q6dqfonmzUCuQqgmY7m+pOVF9tMNLHaUqVLfAKgo77CUG7m3DQ9bBvYMGCIwYMGCL\/9k=\" width=\"303px\" alt=\"definition of machine learning\"\/><\/p>\n<p><p>Machine learning can analyze images for different information, like learning to identify people and tell them apart \u2014&nbsp;though facial recognition algorithms are controversial. Shulman noted that hedge funds famously use machine learning to analyze the number of cars&nbsp;in parking lots, which helps them learn how companies are performing and make good bets. Still, most organizations either directly or indirectly through ML-infused products are embracing machine learning.<\/p>\n<\/p>\n<p><h2>Languages<\/h2>\n<\/p>\n<p><p>Tools include TensorFlow, Torch, PyTorch, MXNet, Microsoft CNTK, Caffe, Caffe2. Other companies and research institutions support other frameworks and libraries like Chainer, Theano, H2O, and Deeplearning4J. Many high-level deep learning wrapper libraries build on top of the deep learning frameworks such as Keras, Tensor Layer, and Gluon. Overall, machine learning has become an essential tool for many businesses and industries, as it enables them to make better use of data, improve their decision-making processes, and deliver more personalized experiences to their customers. 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.<\/p>\n<\/p>\n<ul>\n<li>When getting started with machine learning, developers will rely on their knowledge of statistics, probability, and calculus to most successfully create models that learn over time.<\/li>\n<li>These algorithms discover hidden patterns or data groupings without the need for human intervention.<\/li>\n<li>The creation of intelligent assistants, personalized healthcare, and self-driving automobiles are some potential future uses for machine learning.<\/li>\n<li>However, the advanced version of AR is set to make news in the coming months.<\/li>\n<\/ul>\n<p><p>As such, ML should be considered a tool to help improve the modelling process rather than replace it. Given data about the size of houses on the real estate market, try to predict their price. Unsupervised learning is a learning method in which a machine learns without any supervision. Machine learning offers tremendous potential to help organizations derive business value from the wealth of data available today. However, inefficient workflows can hold companies back from realizing machine learning\u2019s maximum potential. Among machine learning\u2019s most compelling qualities is its ability to automate and speed time to decision and accelerate time to value.<\/p>\n<\/p>\n<p><p>From manufacturing to retail and banking to bakeries, even legacy companies are using machine learning to unlock new value or boost efficiency. This pervasive and powerful form of artificial intelligence is changing every <a href=\"https:\/\/www.metadialog.com\/blog\/machine-learning-definition\/\">definition of machine learning<\/a> industry. Here\u2019s what you need to know about the potential and limitations of machine learning and how it\u2019s being used. Machine learning projects are typically driven by data scientists, who command high salaries.<\/p>\n<\/p>\n<ul>\n<li>The performance of ML algorithms adaptively improves with an increase in the number of available samples during the \u2018learning\u2019 processes.<\/li>\n<li>Data scientists often find themselves having to strike a balance between transparency and the accuracy and effectiveness of a model.<\/li>\n<li>One of the popular methods of dimensionality reduction is principal component analysis (PCA).<\/li>\n<li>Developers also can make decisions about whether their algorithms will be supervised or unsupervised.<\/li>\n<li>Discover the critical AI trends and applications that separate winners from losers in the future of business.<\/li>\n<\/ul>\n<p><p>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. Instead of starting with a focus on technology, businesses should start with a focus on a business problem or customer need that could be met with machine learning. 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. Machine learning is the core of some companies\u2019 business models, like in the case of Netflix\u2019s suggestions algorithm or Google\u2019s search engine.<\/p>\n<\/p>\n<p><p>An alternative is to discover such features or representations through examination, without relying on explicit algorithms. A core objective of a learner is to generalize from its experience.[6][34] Generalization in this context is the ability of a learning machine to perform accurately on new, unseen examples\/tasks after having experienced a learning data set. A machine learning workflow starts with relevant features being manually extracted from images. The features are then used to create a model that categorizes the objects in the image.<\/p>\n<\/p>\n<p><a href=\"https:\/\/www.metadialog.com\/blog\/machine-learning-definition\/\"><\/p>\n<figure><img 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\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alt='definition of machine learning' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='409px'\/><\/figure>\n<p><\/a><\/p>\n","protected":false},"excerpt":{"rendered":"<p>What Is Machine Learning? MATLAB &#038; Simulink 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. Deep learning is a subfield of ML that deals specifically with neural networks containing multiple levels &#8212; i.e., deep neural networks. Deep learning [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[229],"tags":[],"class_list":["post-644","post","type-post","status-publish","format-standard","hentry","category-ai-news"],"_links":{"self":[{"href":"https:\/\/executive-education.amref.ac.ke\/index.php\/wp-json\/wp\/v2\/posts\/644","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/executive-education.amref.ac.ke\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/executive-education.amref.ac.ke\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/executive-education.amref.ac.ke\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/executive-education.amref.ac.ke\/index.php\/wp-json\/wp\/v2\/comments?post=644"}],"version-history":[{"count":1,"href":"https:\/\/executive-education.amref.ac.ke\/index.php\/wp-json\/wp\/v2\/posts\/644\/revisions"}],"predecessor-version":[{"id":645,"href":"https:\/\/executive-education.amref.ac.ke\/index.php\/wp-json\/wp\/v2\/posts\/644\/revisions\/645"}],"wp:attachment":[{"href":"https:\/\/executive-education.amref.ac.ke\/index.php\/wp-json\/wp\/v2\/media?parent=644"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/executive-education.amref.ac.ke\/index.php\/wp-json\/wp\/v2\/categories?post=644"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/executive-education.amref.ac.ke\/index.php\/wp-json\/wp\/v2\/tags?post=644"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}