{"id":185,"date":"2025-01-21T15:55:32","date_gmt":"2025-01-21T15:55:32","guid":{"rendered":"https:\/\/executive-education.amref.ac.ke\/?p=185"},"modified":"2025-06-24T16:26:36","modified_gmt":"2025-06-24T16:26:36","slug":"what-is-machine-learning-updated-2023-ixdf-5","status":"publish","type":"post","link":"https:\/\/executive-education.amref.ac.ke\/index.php\/2025\/01\/21\/what-is-machine-learning-updated-2023-ixdf-5\/","title":{"rendered":"What is Machine Learning? updated 2023 IxDF"},"content":{"rendered":"<p><h1>What is Machine Learning? Definition, Types and Examples<\/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=\"308px\" alt=\"machine learning define\"\/><\/p>\n<p><p>A category of clustering algorithms that organizes data<\/p>\n<p>into nonhierarchical clusters. K-means is the most widely<\/p>\n<p>used centroid-based clustering algorithm. See bidirectional language model to<\/p>\n<p>contrast different directional approaches in language  modeling. By representing traffic-light-state as a categorical feature,<\/p>\n<p>a model can learn the<\/p>\n<p>differing impacts of red, green, and yellow on driver behavior. Expanding the shape of an operand in a matrix math operation to<\/p>\n<p>dimensions compatible for that operation.<\/p>\n<\/p>\n<p><p>Machine learning&#8217;s ability to extract patterns and insights from vast data sets has become a competitive differentiator in fields ranging from finance and retail to healthcare and scientific discovery. Many of today&#8217;s leading companies, including Facebook, Google and Uber, make machine learning a central part of their operations. Recommendation engines, for example, are used by e-commerce, social media and news organizations to suggest content based on a customer&#8217;s past behavior. Machine learning algorithms and machine vision are a critical component of self-driving cars, helping them navigate the roads safely. In healthcare, machine learning is used to diagnose and suggest treatment plans. Other common ML use cases include fraud detection, spam filtering, malware threat detection, predictive maintenance and business process automation.<\/p>\n<\/p>\n<p><h2>Machine Learning<\/h2>\n<\/p>\n<p><p>Such symptoms can last for many months or longer after an initial COVID-19 diagnosis. One reason long COVID is difficult to identify is that many of its symptoms are similar to those of other diseases and conditions. A better characterization of long COVID could lead <a href=\"https:\/\/www.metadialog.com\/blog\/machine-learning-definition\/\">to improved diagnoses<\/a> and new therapeutic approaches. Deep learning requires a great deal of computing power, which raises concerns about its economic and environmental sustainability. This 20-month MBA program equips experienced executives to enhance their impact on their organizations and the world.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"302px\" alt=\"machine learning define\"\/><\/p>\n<p><p>A model capable of prompt-based learning isn&#8217;t specifically trained to answer<\/p>\n<p>the previous prompt. Rather, the model &#8220;knows&#8221; a lot of facts about physics,<\/p>\n<p>a lot about general language rules, and a lot about what constitutes generally<\/p>\n<p>useful answers. That knowledge is sufficient to provide a (hopefully) useful<\/p>\n<p>answer. Additional human feedback (&#8220;That answer was too complicated.&#8221; or<\/p>\n<p>&#8220;What&#8217;s a reaction?&#8221;) enables some prompt-based learning systems to gradually<\/p>\n<p>improve the usefulness of their answers. Models or model components (such as an<\/p>\n<p>embedding vector) that have been already been trained. Sometimes, you&#8217;ll feed pre-trained embedding vectors into a<\/p>\n<p>neural network.<\/p>\n<\/p>\n<p><h2>positive class<\/h2>\n<\/p>\n<p><p>However, it can be Binary (0 or 1) as well as Boolean (true\/false), but instead of giving an exact value, it gives a probabilistic value between o or 1. It is much similar to Linear Regression, depending on its use in the machine learning model. As Linear regression is used for solving regression problems, similarly, Logistic regression is helpful for solving classification problems. Although Unsupervised learning is less common in practical business settings, it helps in exploring the data and can draw inferences from datasets to describe hidden structures from unlabeled data.<\/p>\n<\/p>\n<div style='border: grey solid 1px;padding: 13px;'>\n<h3>What Is Deep Learning AI &#038; How Does It Work \u2013 Forbes Advisor INDIA &#8211; Forbes<\/h3>\n<p>What Is Deep Learning AI &#038; How Does It Work \u2013 Forbes Advisor INDIA.<\/p>\n<p>Posted: Mon, 03 Apr 2023 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiTWh0dHBzOi8vd3d3LmZvcmJlcy5jb20vYWR2aXNvci9pbi9idXNpbmVzcy9zb2Z0d2FyZS93aGF0LWlzLWRlZXAtbGVhcm5pbmctYWkv0gEA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>Machine learning is a subfield of artificial intelligence that gives computers the ability to learn without explicitly being programmed. For example, a Bayesian network could represent the probabilistic relationships between diseases and symptoms. Given symptoms, the network can be used to compute the probabilities of the presence of various diseases. Bayesian networks that model sequences of variables, like speech signals or protein sequences, are called dynamic Bayesian networks.<\/p>\n<\/p>\n<p><p>The first hidden layer detects edges, the next differentiate colors, while the third layer identifies the details of the alphabet on the sign. The algorithm predicts that the sign reads STOP, and the car responds by triggering the brake mechanism. The deterministic approach focuses on the accuracy and the amount of data collected, so efficiency is prioritized over uncertainty. On the other hand, the non-deterministic (or probabilistic) process is designed to manage the chance factor.  Built-in tools are integrated into machine learning algorithms to help quantify, identify and measure uncertainty during learning and observation.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"304px\" alt=\"machine learning define\"\/><\/p>\n<p><p>Machine learning algorithms allow AI to not only process that data, but to use it to learn and get smarter, without needing any additional programming. Artificial intelligence is the parent of all the machine learning subsets beneath it. Within the first subset is machine learning; within that is deep learning, and then neural networks within that. 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.<\/p>\n<\/p>\n<p><p>As big data continues to expand and grow, the market demand for data scientists will increase. They will be required to help identify the most relevant business questions and the data to answer them. There are also several subtypes of machine learning, including semi-supervised learning, active learning, and transfer learning.<\/p>\n<\/p>\n<p><p>Decision trees are commonly used as weak models in<\/p>\n<p>gradient boosting. A family of Transformer-based<\/p>\n<p>large language models developed by<\/p>\n<p>OpenAI. A model&#8217;s ability to make correct predictions on new,<\/p>\n<p>previously unseen data. A model that can generalize is the opposite<\/p>\n<p>of a model that is overfitting.<\/p>\n<\/p>\n<p><p>However, certain image generation models are auto-regressive because<\/p>\n<p>they generate an image in steps. Apriori algorithm is a traditional data mining technique for &nbsp;association rules mining&nbsp;in transactional databases or datasets. It is designed to uncover links and patterns between  co-occur in transactions.<\/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? Definition, Types and Examples A category of clustering algorithms that organizes data into nonhierarchical clusters. K-means is the most widely used centroid-based clustering algorithm. See bidirectional language model to contrast different directional approaches in language modeling. By representing traffic-light-state as a categorical feature, a model can learn the differing impacts of [&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-185","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\/185","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=185"}],"version-history":[{"count":1,"href":"https:\/\/executive-education.amref.ac.ke\/index.php\/wp-json\/wp\/v2\/posts\/185\/revisions"}],"predecessor-version":[{"id":186,"href":"https:\/\/executive-education.amref.ac.ke\/index.php\/wp-json\/wp\/v2\/posts\/185\/revisions\/186"}],"wp:attachment":[{"href":"https:\/\/executive-education.amref.ac.ke\/index.php\/wp-json\/wp\/v2\/media?parent=185"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/executive-education.amref.ac.ke\/index.php\/wp-json\/wp\/v2\/categories?post=185"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/executive-education.amref.ac.ke\/index.php\/wp-json\/wp\/v2\/tags?post=185"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}