{"id":21430,"date":"2023-08-03T10:16:40","date_gmt":"2023-08-03T10:16:40","guid":{"rendered":"http:\/\/www.deportesparalimpicos.com\/?p=21430"},"modified":"2023-11-04T08:31:57","modified_gmt":"2023-11-04T08:31:57","slug":"natural-language-processing-nlp-a-complete-guide","status":"publish","type":"post","link":"http:\/\/www.deportesparalimpicos.com\/?p=21430","title":{"rendered":"Natural Language Processing NLP A Complete Guide"},"content":{"rendered":"<p><h1>NLP Algorithms Natural Language Processing<\/h1>\n<\/p>\n<p><img class='wp-post-image' style='margin-left:auto;margin-right:auto' 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width=\"307px\" alt=\"nlp algorithms\" \/><\/p>\n<p><p>Word2vec takes as its input a large corpus of text and produces a vector space, typically of several hundred dimensions, with each unique word in the corpus being assigned to a corresponding vector in the space. Natural language processing includes many different techniques for interpreting human language, ranging from statistical and machine learning methods to rules-based and algorithmic approaches. We need a broad array of approaches because the text- and voice-based data varies widely, as do the practical applications. Recent advances in deep learning, particularly in the area of neural networks, have led to significant improvements in the performance of NLP systems.<\/p>\n<\/p>\n<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src=\"https:\/\/www.metadialog.com\/wp-content\/uploads\/2023\/07\/the-result-of-integration-2-1.webp\" width=\"300px\" alt=\"nlp algorithms\" \/><\/p>\n<p><p>Challenges in natural language processing frequently involve speech recognition, natural-language understanding, and natural-language generation. Simply put, supervised learning is done under human supervision, whereas unsupervised learning is not. The unsupervised learning algorithm uses raw data to draw patterns and identify correlations \u2014 extracting the most relevant insights. AI and machine learning algorithms enable computers to predict patterns, evaluate trends, calculate accuracy, and optimize processes. From when you turn on your system to when you browse the internet, AI algorithms work with other machine learning algorithms to perform and complete each task. This article will discuss how to prepare text through vectorization, hashing, tokenization, and other techniques, to be compatible with machine learning (ML) and other numerical algorithms.<\/p>\n<\/p>\n<p><h2>Natural language processing books<\/h2>\n<\/p>\n<p><p>The most frequent controlled model for interpreting sentiments is Naive Bayes. Another significant technique for analyzing natural language space is named entity recognition. It&#8217;s in charge of classifying and categorizing persons in unstructured text into a set of predetermined groups. This includes individuals, groups, dates, amounts of money, and so on. Natural Language Processing started in 1950 When Alan Mathison Turing published an article in the name Computing Machinery and Intelligence. It talks about automatic interpretation and generation of natural language.<\/p>\n<\/p>\n<p><p>The applications of NLP have led it to be one of the most sought-after methods of implementing machine learning. Natural Language Processing (NLP) is a field that combines computer science, linguistics, and machine learning to study how computers and humans communicate in natural language. The goal of NLP is for computers to be able to interpret and generate human language.<\/p>\n<\/p>\n<p><h2>Term Frequency-Inverse Document Frequency (TF-IDF)<\/h2>\n<\/p>\n<p><p>The subject approach is used for extracting ordered information from a heap of unstructured texts. There are different keyword extraction algorithms available which include popular names like TextRank, Term Frequency, and RAKE. Some of the algorithms might use extra words, while some of them might help in extracting keywords based on the content of a given text.<\/p>\n<\/p>\n<p><p>One field where NLP presents an especially big opportunity is&nbsp;finance, where many businesses are using it to automate manual processes and generate additional business value. There are many applications for natural language processing, including&nbsp;business applications. This post discusses everything you need to know about NLP\u2014whether you\u2019re a developer, a business, or a complete beginner\u2014and how to get started today.<\/p>\n<\/p>\n<p><a href=\"https:\/\/www.metadialog.com\/\"><\/p>\n<figure><img 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alt='https:\/\/www.metadialog.com\/' class='aligncenter' style='margin-left:auto;margin-right:auto' width='408px' \/><\/figure>\n<p><\/a><\/p>\n<p><p>This way it is possible to detect figures of speech like irony, or even perform sentiment analysis. NLP techniques are widely used in a variety of applications such as search engines, machine translation, sentiment analysis, text summarization, question answering, and many more. NLP research is an active field and recent advancements in deep learning have led to significant improvements in NLP performance. However, NLP is still a challenging field as it requires an understanding of both computational and linguistic principles.<\/p>\n<\/p>\n<p><h2>Natural language processing in business<\/h2>\n<\/p>\n<p><p>In social media sentiment analysis,&nbsp;brands track conversations online to understand what customers are saying, and glean insight into user behavior. As we all know that human language is very complicated by nature, the building of any algorithm that will human language seems like a difficult task, especially for the beginners. It\u2019s a fact that for the building of advanced NLP algorithms and features a lot of inter-disciplinary knowledge is required that will make NLP very similar to the most complicated subfields of Artificial Intelligence. The goal is to convert the group&#8217;s knowledge of the business problem and project objectives into a suitable problem definition for machine learning.<\/p>\n<\/p>\n<p><p>In other words, text vectorization method is transformation of the text to numerical vectors. NLG converts a computer\u2019s machine-readable language into text and can also convert that text into audible speech using text-to-speech  technology. Individuals working in NLP may have a background in computer science, linguistics, or a related field. They may also have experience with programming languages such as Python, and C++ and be familiar with various NLP libraries and frameworks such as NLTK, spaCy, and OpenNLP. Infuse powerful natural language AI into commercial applications with a containerized library designed to empower IBM partners with greater flexibility.<\/p>\n<\/p>\n<p><h2>Robotic Process Automation<\/h2>\n<\/p>\n<p><p>Breakthroughs in AI and ML seem to happen daily, rendering accepted practices obsolete almost as soon as they&#8217;re accepted. One thing that can be said with certainty about the future of machine learning is that it will continue to play a central role in the 21st century, transforming how work gets done and the way we live. Depending on the problem you are trying to solve, you might have  feedback data, product reviews, forum posts, or social media data. Nonetheless, it\u2019s often used by businesses to gauge customer sentiment about their products or services through customer feedback. Key features or words that will help determine sentiment are extracted from the text. How are organizations around the world using artificial intelligence and NLP?<\/p>\n<\/p>\n<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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\" width=\"301px\" alt=\"nlp algorithms\" \/><\/p>\n<p><p>It\u2019s imperative to see how your peers or competitors have leveraged AI algorithms in problem-solving to get a better understanding of how you can, too. The basis for creating and training your AI model is the problem you want to solve. Considering the situation, you can seamlessly determine what type of data this AI model needs. Examples of reinforcement learning include Q-learning, Deep Adversarial Networks, Monte-Carlo Tree Search (MCTS), and Asynchronous Actor-Critic Agents (A3C). Generative AI draws patterns and structures by using neural network patterns.<\/p>\n<\/p>\n<p><h2>Deep Q Learning<\/h2>\n<\/p>\n<p><p>The major factor behind the advancement of natural language processing was the Internet. So it\u2019s a supervised learning model and the neural network learns the weights of the hidden layer using a process called backpropagation. It\u2019s all about determining the attitude or emotional reaction of a speaker\/writer toward a particular topic. What\u2019s easy and natural for humans is incredibly difficult for machines. The largest NLP-related challenge is the fact that the process of understanding and manipulating language is extremely complex. The same words can be used in a different context, different meaning, and intent.<\/p>\n<\/p>\n<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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\" width=\"303px\" alt=\"nlp algorithms\" \/><\/p>\n<p><p>Also, we often need to measure how similar or different the strings are. Usually, in this case, we use various metrics showing the difference between words. We resolve this issue by using Inverse Document Frequency, which is high if the word is rare and low if the word is common across the corpus. NLP is growing increasingly sophisticated, yet much work remains to be done. Current systems are prone to bias and incoherence, and occasionally behave erratically.<\/p>\n<\/p>\n<p><p>Extraction and abstraction are two wide approaches to text summarization. Methods of extraction establish a rundown by removing fragments from the text. By creating fresh text that conveys the crux of the original text, abstraction strategies produce summaries. For text summarization, such as LexRank, TextRank, and Latent Semantic Analysis, different NLP algorithms can be used. This algorithm ranks the sentences using similarities between them, to take the example of LexRank. A sentence is rated higher because more sentences are identical, and those sentences are identical to other sentences in turn.<\/p>\n<\/p>\n<p><p>Take the word \u201ccancer\u201d\u2013it can either mean a severe disease or a marine animal. Other practical uses of NLP include&nbsp;monitoring for malicious digital attacks, such as phishing, or&nbsp;detecting when somebody is lying. And&nbsp;NLP is also very helpful for web developers&nbsp;in any field, as it provides them with the turnkey tools needed to create advanced applications and prototypes.<\/p>\n<\/p>\n<p><p>Discourse Integration depends upon the sentences that proceeds it and also invokes the meaning of the sentences that follow it. Chunking is used to collect the individual piece of information and grouping them into bigger pieces of sentences. In English, there are a lot of words that appear very frequently like \u00abis\u00bb, \u00aband\u00bb, \u00abthe\u00bb, and \u00aba\u00bb.<\/p>\n<\/p>\n<div style='border: grey dashed 1px;padding: 10px'>\n<h3>The Future of AI in Mobile App Development &#8211; Spiceworks News and Insights<\/h3>\n<p>The Future of AI in Mobile App Development.<\/p>\n<p>Posted: Thu, 12 Oct 2023 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMia2h0dHBzOi8vd3d3LnNwaWNld29ya3MuY29tL3RlY2gvYXJ0aWZpY2lhbC1pbnRlbGxpZ2VuY2UvZ3Vlc3QtYXJ0aWNsZS9yb2xlLW9mLWFpLWluLW1vYmlsZS1hcHAtZGV2ZWxvcG1lbnQv0gFraHR0cHM6Ly93d3cuc3BpY2V3b3Jrcy5jb20vdGVjaC9hcnRpZmljaWFsLWludGVsbGlnZW5jZS9ndWVzdC1hcnRpY2xlL3JvbGUtb2YtYWktaW4tbW9iaWxlLWFwcC1kZXZlbG9wbWVudC8?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>Not only are there hundreds of languages and dialects, but within each language is a unique set of grammar and syntax rules, terms and slang. When we write, we often misspell or abbreviate words, or omit punctuation. When we speak, we have regional accents, and we mumble, stutter and borrow terms from other languages. Think about words like \u201cbat\u201d (which can correspond to the animal or to the metal\/wooden club used in baseball) or \u201cbank\u201d (corresponding to the financial institution or to the land alongside a body of water).<\/p>\n<\/p>\n<div style='border: grey dotted 1px;padding: 13px'>\n<h3>Job Trends in Data Analytics: NLP for Job Trend Analysis &#8211; KDnuggets<\/h3>\n<p>Job Trends in Data Analytics: NLP for Job Trend Analysis.<\/p>\n<p>Posted: Tue, 03 Oct 2023 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiUWh0dHBzOi8vd3d3LmtkbnVnZ2V0cy5jb20vam9iLXRyZW5kcy1pbi1kYXRhLWFuYWx5dGljcy1ubHAtZm9yLWpvYi10cmVuZC1hbmFseXNpc9IBAA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>It also includes libraries for implementing capabilities such as semantic reasoning, the ability to reach logical conclusions based on facts extracted from <a href=\"https:\/\/www.metadialog.com\/blog\/algorithms-in-nlp\/\">text. Topic<\/a> Modeling is a type of natural language processing in which we try to find \u00ababstract subjects\u00bb  that can be used to define a text set. This implies that we have a corpus of texts and are attempting to uncover word and phrase trends that will aid us in organizing and categorizing the documents into \u00abthemes.\u00bb<\/p>\n<\/p>\n<ul>\n<li>The level at which the machine can understand language is ultimately dependent on the approach you take to training your algorithm.<\/li>\n<li>These explicit rules and connections enable you to build explainable AI models that offer both transparency and flexibility to change.<\/li>\n<li>Lemmatization and Stemming are two of the techniques that help us create a Natural Language Processing of the tasks.<\/li>\n<li>This book is task driven at the level of \u00abget the component built\u00bb and covers the major technologies driving most NLP systems that are text driven.<\/li>\n<\/ul>\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>NLP Algorithms Natural Language Processing Word2vec takes as its input a large corpus of text and produces a vector space, typically of several hundred dimensions,<a class=\"moretag\" href=\"http:\/\/www.deportesparalimpicos.com\/?p=21430\"> [&#8230;]<\/a><\/p>\n","protected":false},"author":3,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[1],"tags":[],"_links":{"self":[{"href":"http:\/\/www.deportesparalimpicos.com\/index.php?rest_route=\/wp\/v2\/posts\/21430"}],"collection":[{"href":"http:\/\/www.deportesparalimpicos.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.deportesparalimpicos.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.deportesparalimpicos.com\/index.php?rest_route=\/wp\/v2\/users\/3"}],"replies":[{"embeddable":true,"href":"http:\/\/www.deportesparalimpicos.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=21430"}],"version-history":[{"count":1,"href":"http:\/\/www.deportesparalimpicos.com\/index.php?rest_route=\/wp\/v2\/posts\/21430\/revisions"}],"predecessor-version":[{"id":21431,"href":"http:\/\/www.deportesparalimpicos.com\/index.php?rest_route=\/wp\/v2\/posts\/21430\/revisions\/21431"}],"wp:attachment":[{"href":"http:\/\/www.deportesparalimpicos.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=21430"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.deportesparalimpicos.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=21430"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.deportesparalimpicos.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=21430"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}