{"id":6095,"date":"2023-06-01T18:20:05","date_gmt":"2023-06-01T15:20:05","guid":{"rendered":"https:\/\/prograftmedical.com\/?p=6095"},"modified":"2023-11-04T11:17:10","modified_gmt":"2023-11-04T08:17:10","slug":"machine-learning-what-it-is-tutorial-definition","status":"publish","type":"post","link":"https:\/\/prograftmedical.com\/en\/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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\" width=\"309px\" alt=\"machine learning define\"\/><\/p>\n<p><p>A neural network layer that transforms a sequence of<\/p>\n<p>embeddings (for instance, token embeddings)<\/p>\n<p>into another sequence of embeddings. Each embedding in the output sequence is<\/p>\n<p>constructed by integrating information from the elements of the input sequence<\/p>\n<p>through an attention mechanism. A family of algorithms that learn an optimal policy, whose goal<\/p>\n<p>is to maximize return when interacting with<\/p>\n<p>an environment. Reinforcement learning systems can become expert at playing complex<\/p>\n<p>games by evaluating sequences of previous game moves that ultimately<\/p>\n<p>led to wins and sequences that ultimately led to losses. A regression model that uses not only the<\/p>\n<p>weights for each feature, but also the<\/p>\n<p>uncertainty of those weights. A probabilistic regression model generates<\/p>\n<p>a prediction and the uncertainty of that prediction.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"303px\" alt=\"machine learning define\"\/><\/p>\n<p><p>Questions should include how much data is needed, how the collected data will be split into test and training sets, and if a pre-trained ML model can be used. As the volume of data generated by modern societies continues to proliferate, machine learning will likely become even more vital to humans and <a href=\"https:\/\/www.metadialog.com\/blog\/machine-learning-definition\/\">essential to<\/a> 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. This machine learning tutorial helps you gain a solid introduction to the fundamentals of machine learning and explore a wide range of techniques, including supervised, unsupervised, and reinforcement learning. Madry pointed out another example in which a machine learning algorithm examining X-rays seemed to outperform physicians.<\/p>\n<\/p>\n<p><h2>single program \/ multiple data (SPMD)<\/h2>\n<\/p>\n<p><p>Data analysis can be particularly useful when a<\/p>\n<p>dataset is first received, before one builds the first model. It is also crucial in understanding experiments and debugging problems with<\/p>\n<p>the system. The term &#8220;convolution&#8221; in machine learning is often a shorthand way of<\/p>\n<p>referring to either convolutional operation<\/p>\n<p>or convolutional layer. As yet another example, a confusion matrix could reveal that a model trained<\/p>\n<p>to recognize handwritten digits tends to mistakenly predict 9 instead of 4,<\/p>\n<p>or mistakenly predict 1 instead of 7. When fine tuning, the starting point for<\/p>\n<p>training the new model will be a specific<\/p>\n<p>checkpoint of the pre-trained model. Increasing the number of buckets makes your model more complicated by<\/p>\n<p>increasing the number of relationships that your model must learn.<\/p>\n<\/p>\n<p><p>In a binary classification, a<\/p>\n<p>number between 0 and 1 that converts the raw output of a<\/p>\n<p>logistic regression model<\/p>\n<p>into a prediction of either the positive class<\/p>\n<p>or the negative class. Note that the classification threshold is a value that a human chooses,<\/p>\n<p>not a value chosen by model training. The ideal machine learning method for prediction is determined by a number of criteria, including the nature of the problem, the type of data, and the unique requirements.<\/p>\n<\/p>\n<p><h2>Are machine learning models deterministic?<\/h2>\n<\/p>\n<p><p>You might think of evaluating the model against the validation set as the<\/p>\n<p>first round of testing and evaluating the model against the<\/p>\n<p>test set as the second round of testing. For example, winter coat sales<\/p>\n<p>recorded for each day of the year would be temporal data. A hyperparameter that controls the degree of randomness<\/p>\n<p>of a model&#8217;s output. Higher temperatures result in more random output,<\/p>\n<p>while lower temperatures result in less random output. If the input<\/p>\n<p>matrix is three-dimensional, the stride would also be three-dimensional. The term &#8220;sparse representation&#8221; confuses a lot of people because sparse<\/p>\n<p>representation is itself not a sparse vector.<\/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>One of the most important aspects of the machine learning model is identifying the features which will help create a great model, the model that performs well on unseen data. In this blog post, we will learn about features and related aspects. This is one of the most exciting applications of machine learning in today&#8217;s world. Various automobile companies like Tesla, Tata, etc., are continuously working for the development of self-driving cars.<\/p>\n<\/p>\n<p><h2>Model assessments<\/h2>\n<\/p>\n<p><p>Also, see how machine learning work and how it will be helpful for people\u2019s life. Machine learning is about learning one or more mathematical functions\/models using data to solve a particular task. Any machine learning problem can be represented as a function of three parameters. Decision Tree is also another type of Machine Learning technique that comes under Supervised Learning. Similar to KNN, the decision tree also helps us to solve classification as well as regression problems, but it is mostly preferred to solve classification problems. The tree starts from the decision node, also known as the root node, and ends with the leaf node.<\/p>\n<\/p>\n<div style='border: black dotted 1px;padding: 12px;'>\n<h3>Machine Learning Set to Propel Fiber Placement to Next Level &#8211; Plastics Today<\/h3>\n<p>Machine Learning Set to Propel Fiber Placement to Next Level.<\/p>\n<p>Posted: Mon, 30 Oct 2023 14:25:43 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMibGh0dHBzOi8vd3d3LnBsYXN0aWNzdG9kYXkuY29tL2F1dG9tb3RpdmUtYW5kLW1vYmlsaXR5L21hY2hpbmUtbGVhcm5pbmctc2V0LXByb3BlbC1maWJlci1wbGFjZW1lbnQtbmV4dC1sZXZlbNIBAA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>With supervised learning, the datasets are labeled, and the labels train the algorithms, enabling them to classify the data they come across accurately and predict outcomes better. In this way, the model can avoid overfitting or underfitting because the datasets have already been categorized. A classification algorithm that seeks to maximize the margin between<\/p>\n<p>positive and<\/p>\n<p>negative classes by mapping input data vectors<\/p>\n<p>to a higher dimensional space. For example, consider a classification<\/p>\n<p>problem in which the input dataset<\/p>\n<p>has a hundred features. To maximize the margin between<\/p>\n<p>positive and negative classes, a KSVM could internally map those features into<\/p>\n<p>a million-dimension space.<\/p>\n<\/p>\n<p><h2>Model Optimization Process<\/h2>\n<\/p>\n<p><p>For example, the following lengthy prompt contains two<\/p>\n<p>examples showing a large language model how to answer  a query. For example, you might determine that temperature might be a useful<\/p>\n<p>feature. Then, you might experiment with bucketing<\/p>\n<p>to optimize what the model can learn from different temperature ranges. Thanks to feature crosses, the model can learn mood differences<\/p>\n<p>between a freezing-windy day and a freezing-still day. In reinforcement learning, each of the repeated attempts by the<\/p>\n<p>agent to learn an environment.<\/p>\n<\/p>\n<p><p>It explores the data\u2019s inherent structure without predefined categories or labels. Machine learning is a field of artificial intelligence that involves training computers to perform tasks without explicit programming. It involves using algorithms and statistical models to allow computers to learn from and make decisions based on data. Random forest classifier is made from a combination of a number of decision trees as well as various subsets of the given dataset. This combination takes input as an average prediction from all trees and improves the accuracy of the model. The greater number of trees in the forest leads to higher accuracy and prevents the problem of overfitting.<\/p>\n<\/p>\n<p><h2>Classification &#038; Regression<\/h2>\n<\/p>\n<p><p>Machine learning has many practical applications, including image and speech recognition, natural language processing, recommendation systems, and autonomous systems. It has the potential to revolutionize many industries and tasks by allowing computers to learn and adapt to new data and environments. In unsupervised learning, a machine is trained with some input samples or labels only, while output is not known. The training information is neither classified nor labeled; hence, a machine may not always provide correct output compared to supervised learning. Machine learning works on different types of algorithms and techniques. These algorithms are created with the help of various ML programming languages.<\/p>\n<\/p>\n<p><a href=\"https:\/\/www.metadialog.com\/\"><\/p>\n<figure><img src='https:\/\/www.metadialog.com\/wp-content\/uploads\/2022\/12\/ai-customer-support-2.webp' alt='https:\/\/www.metadialog.com\/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='409px'\/><\/figure>\n<p><\/a><\/p>\n<p><p>In most cases, because the person is not guilty of wrongdoing, nothing comes of this type of scanning. However, if a government or police force abuses this technology, they can use it to find and arrest people simply by locating them through publicly positioned cameras. However, not only is this possibility a long way off, but it may also be slowed by the ways in which people limit the use of machine learning technologies. The ability to create situation-sensitive decisions that factor in human emotions, imagination, <a href=\"https:\/\/www.metadialog.com\/blog\/machine-learning-definition\/\">and social<\/a> skills is still not on the horizon.<\/p>\n<\/p>\n<p><h2>supervised machine learning<\/h2>\n<\/p>\n<p><p>In machine learning, edit distance is useful because it is simple and easy to<\/p>\n<p>compute, and an effective way to compare two strings that are known to be<\/p>\n<p>similar or to find strings that are similar to a given string. A TensorFlow programming environment in which operations<\/p>\n<p>run immediately. In contrast, operations called in<\/p>\n<p>graph execution don&#8217;t run until they are explicitly<\/p>\n<p>evaluated.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"303px\" alt=\"machine learning define\"\/><\/p>\n<p><p>Once you understand the lay  of the land, you\u2019ll be able to chart your journey into a career in UX design. You\u2019ll hear from practicing UX designers from within the IxDF community \u2014 people who come from diverse backgrounds, have taught themselves design, learned on the job, and are enjoying successful careers. RECOVER will accurately identify people with PASC and develop approaches for its prevention and treatment.<\/p>\n<\/p>\n<div style='border: black solid 1px;padding: 13px;'>\n<h3>Research with AMD to optimise computer hardware for AI &#8211; Mirage News<\/h3>\n<p>Research with AMD to optimise computer hardware for AI.<\/p>\n<p>Posted: Tue, 31 Oct 2023 12:22:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiU2h0dHBzOi8vd3d3Lm1pcmFnZW5ld3MuY29tL3Jlc2VhcmNoLXdpdGgtYW1kLXRvLW9wdGltaXNlLWNvbXB1dGVyLWhhcmR3YXJlLTExMTQzMzYv0gEA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>Read more about <a href=\"https:\/\/www.metadialog.com\/\">https:\/\/www.metadialog.com\/<\/a> here.<\/p>\n<\/p>\n<ul>\n<li>Pooling for vision applications is known more formally as spatial pooling.<\/li>\n<li>However, Iceland isn&#8217;t actually twice as much (or half as much) of<\/p>\n<p>something as Norway, so the model would come to some strange conclusions.<\/li>\n<li>For example, carrots, celery, and cucumbers would all have relatively<\/p>\n<p>similar representations, which would be very different from the representations<\/p>\n<p>of airplane, sunglasses, and toothpaste.<\/li>\n<li>Models or model components (such as an<\/p>\n<p>embedding vector) that have been already been trained.<\/li>\n<\/ul>\n","protected":false},"excerpt":{"rendered":"<p>What is Machine Learning and How Does It Work? In-Depth Guide A neural network layer that transforms a sequence of embeddings (for instance, token embeddings) into<span class=\"excerpt-hellip\"> [\u2026]<\/span><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[355],"tags":[],"_links":{"self":[{"href":"https:\/\/prograftmedical.com\/en\/wp-json\/wp\/v2\/posts\/6095"}],"collection":[{"href":"https:\/\/prograftmedical.com\/en\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/prograftmedical.com\/en\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/prograftmedical.com\/en\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/prograftmedical.com\/en\/wp-json\/wp\/v2\/comments?post=6095"}],"version-history":[{"count":1,"href":"https:\/\/prograftmedical.com\/en\/wp-json\/wp\/v2\/posts\/6095\/revisions"}],"predecessor-version":[{"id":6096,"href":"https:\/\/prograftmedical.com\/en\/wp-json\/wp\/v2\/posts\/6095\/revisions\/6096"}],"wp:attachment":[{"href":"https:\/\/prograftmedical.com\/en\/wp-json\/wp\/v2\/media?parent=6095"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/prograftmedical.com\/en\/wp-json\/wp\/v2\/categories?post=6095"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/prograftmedical.com\/en\/wp-json\/wp\/v2\/tags?post=6095"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}