{"id":69786,"date":"2023-05-19T20:57:32","date_gmt":"2023-05-19T13:57:32","guid":{"rendered":"https:\/\/paitoidncash.com\/?p=69786"},"modified":"2023-07-26T20:36:32","modified_gmt":"2023-07-26T13:36:32","slug":"machine-learning-examples-for-the-real-world","status":"publish","type":"post","link":"https:\/\/paito-idncash.com\/index.php\/machine-learning-examples-for-the-real-world\/","title":{"rendered":"Machine Learning Examples For The Real World"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"307px\" alt=\"how machine learning works\"\/><\/p>\n<p><p>Model deployment is the process of making  a machine learning model available for use on a target environment\u2014for testing or production. The model is usually integrated with other applications in the environment (such as databases and UI) through APIs. Deployment is the stage after which an organization can actually make a return on the heavy investment made in model development. Regression in data science and machine learning is a statistical method that enables predicting outcomes based on a set of input variables.<\/p>\n<\/p>\n<ul>\n<li>The reason behind this might be the high amount of data from applications, the ever-increasing computational power, the development of better algorithms, and a deeper understanding of data science.<\/li>\n<li>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.<\/li>\n<li>However, on a more serious note, machine learning applications are vulnerable to both human and algorithmic bias and error.<\/li>\n<li>All these considerations, of course, don\u2019t mean that we should avoid machine learning altogether.<\/li>\n<li>With the help of AI, automated stock traders can make millions of trades in one day.<\/li>\n<li>To achieve this, deep learning uses multi-layered structures of algorithms called neural networks.<\/li>\n<\/ul>\n<p><p>For example, predicting humidity based on a given temperature value or what the stock price is likely to be at a given time. There are three types of Machine Learning &#8211; Supervised Learning, Unsupervised Learning, and Reinforcement Learning. Analyzing and looking for correlations between various entities that often appear together is the technique of market basket analysis. It analyzes buying trends based on the notion that clients will also buy similar products when they buy one product.<\/p>\n<\/p>\n<p><h2>A Look at Some Machine Learning Algorithms and Processes<\/h2>\n<\/p>\n<p><p>In reinforcement learning, models, put in a closed environment unfamiliar to them, must find a solution to a problem by going through serial trials and errors. Similar to a scenario found in many games, machines receive punishment for an error and a reward for a successful trial. Data science is the broad scientific study that focuses on making sense of data.<\/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=\"how machine learning works\"\/><\/p>\n<p><p>However, real-world data such as images, video, and sensory data has not yielded attempts to algorithmically define specific features. An alternative is to discover such features or representations through examination, without relying on explicit algorithms. \u201cMachine learning is a type of artificial intelligence that allows software applications to learn from the data and become more accurate in predicting outcomes without explicit programming.<\/p>\n<\/p>\n<p><h2>What is an example of a machine learning application?<\/h2>\n<\/p>\n<p><p>If you are getting late for a meeting and need to book an Uber in a crowded area, the dynamic pricing model kicks in, and you can get an Uber ride immediately but would need to pay twice the regular fare. There are a variety of machine learning algorithms available and it is very difficult and time consuming to select the most appropriate one for the problem at hand. Firstly, they can be grouped based on their learning pattern and secondly by their similarity in their function.<\/p>\n<\/p>\n<div style='border: black dotted 1px;padding: 12px;'>\n<h3>Generative AI should be looked upon as augmented intelligence &#8230; &#8211; ETCIO South East Asia<\/h3>\n<p>Generative AI should be looked upon as augmented intelligence &#8230;.<\/p>\n<p>Posted: Sun, 11 Jun 2023 23:30:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiygFodHRwczovL2Npb3NlYS5lY29ub21pY3RpbWVzLmluZGlhdGltZXMuY29tL25ld3MvbmV4dC1nZW4tdGVjaG5vbG9naWVzL2dlbmVyYXRpdmUtYWktc2hvdWxkLWJlLWxvb2tlZC11cG9uLWFzLWF1Z21lbnRlZC1pbnRlbGxpZ2VuY2Utd2hpY2gtd2lsbC1oZWxwLWh1bWFucy1pbmNyZWFzZS1wcm9kdWN0aXZpdHkta29vLXBpbmctc2h1bmcvMTAwODY1MDIx0gEA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>Supports regression algorithms, instance-based algorithms, classification algorithms, neural networks and decision trees. The dimension of a dataset refers to the number of attributes\/features that exist in the dataset. Increasing the dimensionality exponentially leads to the addition of non-required attributes that confuse the model and, therefore, reduce the machine learning model\u2019s accuracy.<\/p>\n<\/p>\n<p><h2>Machine Learning Models<\/h2>\n<\/p>\n<p><p>Think of, say, recommendation systems used to provide personalized suggestions to customers based on their search history. If, say, one customer searches for a rod and a lure and the other looks for a fishing line in addition to the other products, there\u2019s a decent chance that the first customer will also be interested in purchasing a fishing line. Data science is a broad field that envelops all activities and technologies that help build such systems, particularly those we discuss below. There are many practical applications for machine learning, both in the real world and specifically in the world of SEO \u2013 and these are likely just the beginning. Starting with a bucketing algorithm that creates statistically similar buckets of control and variant pages to perform tests on, a neural network model then forecasts expected traffic  to the pages the test is being run on.<\/p>\n<\/p>\n<div style='border: grey solid 1px;padding: 12px;'>\n<h3>Applying the 4 principles of data mesh to deliver Industry 4.0 &#8211; TechRadar<\/h3>\n<p>Applying the 4 principles of data mesh to deliver Industry 4.0.<\/p>\n<p>Posted: Wed, 07 Jun 2023 14:02:31 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiX2h0dHBzOi8vd3d3LnRlY2hyYWRhci5jb20vb3Bpbmlvbi9hcHBseWluZy10aGUtNC1wcmluY2lwbGVzLW9mLWRhdGEtbWVzaC10by1kZWxpdmVyLWluZHVzdHJ5LTQw0gEA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>Google created a computer program with its own neural network that learned to play the abstract board game Go, which is known for requiring sharp intellect and intuition. More specifically, deep learning is considered an evolution of machine learning. It uses a programmable neural network that enables machines to make accurate decisions without help from humans. Another bright example of successful implementation of deep learning algorithms is Google Translate that provides quality translations of written text into more than 100 languages.<\/p>\n<\/p>\n<p><h2>What is Machine Learning? The Ultimate Beginner&#8217;s Guide<\/h2>\n<\/p>\n<p><p>They then use this clustering to discover patterns in the data without any human help. 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. An asset management firm may employ machine learning in its investment analysis and research area. The model built into the system scans the web and collects all types of news events from businesses, industries, cities, and countries, and this information gathered makes up the data set. The asset managers and researchers of the firm would not have been able to get the information in the data set using their human powers and intellects.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"307px\" alt=\"how machine learning works\"\/><\/p>\n<p><p>Supervised learning algorithms are trained using labeled examples, such as an input where the desired output is known. For example, a piece of equipment could have data points labeled either \u201cF\u201d (failed) or \u201cR\u201d (runs). The learning algorithm receives a set of inputs along with the corresponding correct outputs, and the algorithm learns by comparing its actual output <a href=\"https:\/\/www.metadialog.com\/blog\/how-does-ml-work\/\">with correct<\/a> outputs to find errors. Through methods like classification, regression, prediction and gradient boosting, supervised learning uses patterns to predict the values of the label on additional unlabeled data. Supervised learning is commonly used in applications where historical data predicts likely future events.<\/p>\n<\/p>\n<p><h2>Layer Connections in a Deep Learning Neural Network<\/h2>\n<\/p>\n<p><p>At the birth of the field of AI in the 1950s, AI was defined as any machine capable of performing a task that would typically require human intelligence. The cycle will keep repeating until there\u2019s a high degree of confidence in the ultimate model, that it really is predicting the outcome of scores based on hours of study. The most important takeaway is simply to understand <a href=\"https:\/\/metadialog.com\/\">metadialog.com<\/a> that the learner makes very small adjustments to the parameters, to refine the model. Our teacher, for example, might input four test scores from different students, along with the hours they each studied. That is, while we can see that there is a pattern to it (i.e., employee satisfaction tends to go up as salary goes up), it does not all fit neatly on a straight line.<\/p>\n<\/p>\n<ul>\n<li>The first advantage of deep learning over machine learning is the redundancy of the so-called feature extraction.<\/li>\n<li>For instance, if a consumer buys milk, he may also buy sugar, tea, or coffee.<\/li>\n<li>Many grow into whole new fields of study that are better suited to particular problems.<\/li>\n<li>For example, applications for hand-writing recognition use classification to recognize letters and numbers.<\/li>\n<li>Tasks in image recognition take just minutes to process compared to manual identification.<\/li>\n<li>For this reason you must have good knowledge of software development logics, data structures and algorithms.<\/li>\n<\/ul>\n<p><p>The Boston house price data set could be seen as an example of Regression problem where the inputs are the features of the house, and the output is the price of a house in dollars, which is a numerical value. For the sake of simplicity, we have considered only two parameters to approach a machine learning problem here that is the colour and alcohol percentage. But in reality, you will have to consider hundreds of parameters and a broad set of learning data to solve a machine learning problem.<\/p>\n<\/p>\n<p><h2>Top 10 Machine Learning Trends in 2022<\/h2>\n<\/p>\n<p><p>Instead, we could have used the target function directly by solving the equation. But in the product review example, the behavior of the target function cannot be described using an equation and therefore machine learning is used to derive an approximation of this target function. The target function tries to capture the representation of product reviews by mapping each kind of product review input to the output. Industry verticals handling large amounts of data have realized the significance and value of machine learning technology.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"308px\" alt=\"how machine learning works\"\/><\/p>\n<p><p>But even more important has been the advent of vast amounts of parallel-processing power, courtesy of modern graphics processing units (GPUs), which can be clustered together to form machine-learning powerhouses. At each step of the training process, the vertical distance of each of these points from the line is measured. If a change in slope or position of the line results in the distance to these points increasing, then the slope or position of the line is changed in the opposite direction, and a new measurement is taken. Before training begins, you first have to choose which data to gather and decide which features of the data are important.<\/p>\n<\/p>\n<p><h2>How do ML algorithms learn?<\/h2>\n<\/p>\n<p><p>Data is labeled to tell the machine what patterns (similar words and images, data categories, etc.) it should be looking for and recognize connections with. Hence, a machine learning performs a learning task where it is used to make predictions in the future (Y) when it is given new examples of input samples (x). Also, a web request sent to the server takes time to generate a response. Firstly, the request sends data to the server, processed by a machine learning algorithm, before receiving a response.<\/p>\n<\/p>\n<ul>\n<li>I also write about career and productivity tips to help you thrive in the field.<\/li>\n<li>Machine learning offers a variety of techniques and models you can choose based on your application, the size of data you&#8217;re processing, and the type of problem you want to solve.<\/li>\n<li>As the name suggests, a decision tree is a tree-like flow chart where the class of an object is determined step-by-step using certain known conditions.<\/li>\n<li>Take a look at the MonkeyLearn Studio public dashboard to see how easy it is to use all of your text analysis tools from a single, striking dashboard.<\/li>\n<li>Businesses will need to establish their own guidelines, including ethical ones, to manage these new risks\u2014as some companies, like Google and Microsoft, have already done.<\/li>\n<li>Reinforcement learning happens when the algorithm interacts continually with the environment, rather than relying on training data.<\/li>\n<\/ul>\n<p><p>Deep learning uses the neural network and is \u201cdeep\u201d because it uses very large volumes of data and engages with multiple layers in the neural network simultaneously. Relative to machine learning, data science is a subset; it focuses on statistics and algorithms, uses regression and classification techniques, and interprets and communicates results. Machine learning focuses on programming, automation, scaling, and incorporating and warehousing results. Data like this given to a machine learning system is often called a&nbsp;\u201ctraining set\u201d or \u201ctraining data\u201d because it\u2019s used by the learner in the machine learning system to train itself to create a better model.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"306px\" alt=\"how machine learning works\"\/><\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>How machine learning works in real life?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Facial recognition is one of the more obvious applications of machine learning. People previously received name suggestions for their mobile photos and Facebook tagging, but now someone is immediately tagged and verified by comparing and analyzing patterns through facial contours.<\/p>\n<\/div><\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>Model deployment is the process of making a machine learning model available for use on a target environment\u2014for testing or production. The model is usually integrated with other applications in the environment (such as databases and UI) through APIs. Deployment is the stage after which an organization can actually make a return on the heavy [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1112],"tags":[],"class_list":["post-69786","post","type-post","status-publish","format-standard","hentry","category-top-ai-solutions"],"_links":{"self":[{"href":"https:\/\/paito-idncash.com\/index.php\/wp-json\/wp\/v2\/posts\/69786","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/paito-idncash.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/paito-idncash.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/paito-idncash.com\/index.php\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/paito-idncash.com\/index.php\/wp-json\/wp\/v2\/comments?post=69786"}],"version-history":[{"count":1,"href":"https:\/\/paito-idncash.com\/index.php\/wp-json\/wp\/v2\/posts\/69786\/revisions"}],"predecessor-version":[{"id":69787,"href":"https:\/\/paito-idncash.com\/index.php\/wp-json\/wp\/v2\/posts\/69786\/revisions\/69787"}],"wp:attachment":[{"href":"https:\/\/paito-idncash.com\/index.php\/wp-json\/wp\/v2\/media?parent=69786"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/paito-idncash.com\/index.php\/wp-json\/wp\/v2\/categories?post=69786"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/paito-idncash.com\/index.php\/wp-json\/wp\/v2\/tags?post=69786"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}