{"id":15086,"date":"2023-05-05T15:22:28","date_gmt":"2023-05-05T15:22:28","guid":{"rendered":"https:\/\/abrar.edu.so\/sohc-conference2022\/?p=15086"},"modified":"2023-12-07T08:53:04","modified_gmt":"2023-12-07T08:53:04","slug":"latent-semantic-analysis-wikipedia","status":"publish","type":"post","link":"https:\/\/abrar.edu.so\/sohc-conference2022\/latent-semantic-analysis-wikipedia\/","title":{"rendered":"Latent semantic analysis Wikipedia"},"content":{"rendered":"<h1>What is Natural Language Processing?<\/h1>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/www.metadialog.com\/wp-content\/uploads\/2022\/06\/logo.webp\" width=\"300px\" alt=\"what is semantic analysis in nlp\"\/><\/p>\n<p>The goal of pLSA is to learn the probabilities of word-topic and  topic-document associations that best explain the observed word-document co-occurrence patterns in the corpus. LSA creates a matrix representing the relationships between words and documents in a high-dimensional space. This matrix is constructed by counting the frequency of word occurrences in documents. However, the matrix can be very high-dimensional and sparse, making it challenging to work with directly. LSI also deals effectively with sparse, ambiguous, and contradictory data. Syntax-driven semantic analysis is based on the principle of composability.<\/p>\n<ul>\n<li>It is a crucial component of Natural Language Processing (NLP) and the inspiration for applications like chatbots, search engines, and text analysis using machine learning.<\/li>\n<li>We live in a world that is becoming increasingly dependent on machines.<\/li>\n<li>Clustering algorithms are usually meant to deal with dense matrix and not sparse matrix which is created during the creation of document term matrix.<\/li>\n<li>You can also check out my blog post about building\u00a0neural networks with Keras where I train a neural network to perform sentiment analysis.<\/li>\n<li>Stack Exchange network consists of 183 Q&#038;A communities including Stack Overflow, the largest, most trusted online community for developers to learn, share their knowledge, and build their careers.<\/li>\n<\/ul>\n<p>Stack Exchange network consists of 183 Q&amp;A communities including Stack Overflow, the largest, most trusted online community for developers to learn, share their knowledge, and build their careers. As such, Cdiscount was able to implement actions aiming to reinforce the conditions around product returns and deliveries (two criteria mentioned often in customer feedback). Since then, the company enjoys more satisfied customers and less  be seen in the output, there is a \u2018README.TXT\u2019 file available which is to be discarded. Each folder has raw text files on the respective topic as appearing in the name of the folder.<\/p>\n<h2>Future of NLP<\/h2>\n<p>Therefore, NLP begins by look at grammatical structure, but guesses must be made wherever the grammar is ambiguous or incorrect. Of course, researchers have been working on these problems for decades. In 1950, the legendary Alan Turing created a test\u2014later dubbed the Turing Test\u2014that was designed to test a machine\u2019s ability to exhibit intelligent behavior, specifically using conversational language. Syntactic Ambiguity exists in the presence of two or more possible meanings within the sentence. Discourse Integration depends upon the sentences that proceeds it and also invokes the meaning of the sentences that follow it. Stemming is used to normalize words into its base form or root form.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"303px\" alt=\"what is semantic analysis in nlp\"\/><\/p>\n<p>Google developed its own semantic tool to improve the understanding of user searchers. For us humans, there is nothing more simple than recognising the meaning of a sentence based on the punctuation or intonation used. And that\u2019s where semantic analysis tools are particularly useful. Semantic analysis is a technique that can analyse the meaning of a text.<\/p>\n<h2>Semantic Analysis: What Is It, How It Works + Examples<\/h2>\n<p>Probabilistic Latent Semantic Analysis (LSA) is a variant of Latent Semantic Analysis (LSA) that introduces a probabilistic framework to model the relationships between words and documents. Like LSA, this method uses Singular Value Decomposition (SVD) to capture latent semantic structures; pLSA employs a probabilistic generative model to achieve similar results. In the formula, A is the supplied m by n weighted matrix of term frequencies in a collection of text where m is the number of unique terms, and n is the number of documents. T is a computed m by r matrix of term vectors where r is the rank of A\u2014a measure of its unique dimensions \u2264 min(m,n). S is a computed r by r diagonal matrix of decreasing singular values, and D is a computed <a href=\"https:\/\/www.metadialog.com\/blog\/semantic-analysis-in-nlp\/\">n by<\/a> r matrix of document vectors. Semantic parsing is the process of mapping natural language sentences to formal meaning representations.<\/p>\n<div style='border: grey solid 1px;padding: 11px;'>\n<h3>Unveiling the Top AI Development Technologies  by Pratik &#8230; &#8211; DataDrivenInvestor<\/h3>\n<p>Unveiling the Top AI Development Technologies  by Pratik &#8230;.<\/p>\n<p>Posted: Sun, 15 Oct 2023 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiYGh0dHBzOi8vbWVkaXVtLmRhdGFkcml2ZW5pbnZlc3Rvci5jb20vdW52ZWlsaW5nLXRoZS10b3AtYWktZGV2ZWxvcG1lbnQtdGVjaG5vbG9naWVzLTM0NWE2YmI0MTMxMtIBAA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p>Humans interact with each other through speech and text, and this is called Natural language. Computers understand the natural language of humans through Natural Language Processing (NLP). Semantics Analysis is a crucial part of Natural Language Processing (NLP).<\/p>\n<p>However, most information about one\u2019s own business will be represented in structured databases internal to each specific organization. Auto-categorization&nbsp;\u2013 Imagine that you have 100,000 news articles and you want to sort them based on certain specific criteria. That would take a human ages to do, but a computer can do it very quickly. Finally, NLP technologies typically map the parsed language onto a domain model. That is, the computer will not simply identify temperature as a noun but will instead map it to some internal concept that will trigger some behavior specific to temperature versus, for example, locations.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/www.metadialog.com\/wp-content\/uploads\/2022\/06\/power-of-chatbots-2.webp\" width=\"309px\" alt=\"what is semantic analysis in nlp\"\/><\/p>\n<p>Noun phrases are one or more words that contain a noun and maybe some descriptors, verbs or adverbs. The idea is to group nouns with words that are in relation to them. In the example shown in the below image, you can see that different words or phrases are used to refer the same entity. These are the text classification models that assign any predefined categories to the given text. In-Text Classification, our aim is to label the text according to the insights we intend to gain from the textual data.<\/p>\n<p>In this example, we tokenize the input text into words, perform POS tagging to determine the part of speech of each word, and then use the  NLTK WordNet corpus to find synonyms for each word. We used Python and the Natural Language Toolkit (NLTK) library to perform the basic semantic analysis. There we can identify two named entities as \u201cMichael Jordan\u201d, a person and \u201cBerkeley\u201d, a location.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"303px\" alt=\"what is semantic analysis in nlp\"\/><\/p>\n<p>Use of computer applications to translate text or speech from one natural language to another. NLP technique is widely used by word processor software like MS-word for spelling correction &amp; grammar check. Syntax focus about the proper ordering of words which can affect its meaning.<\/p>\n<h2>deep learning<\/h2>\n<p>This discipline is also called NLP or \u201cnatural language processing\u201d. Natural Language Understanding (NLU) helps the machine to understand and analyse human language by extracting the metadata from content such as concepts, entities, keywords, emotion, relations, and semantic roles. NLP stands for Natural Language Processing, which is a part of Computer Science, Human language, and Artificial Intelligence. It is the technology that is used by machines to understand, analyse, manipulate, and interpret human&#8217;s languages.<\/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='display:block;margin-left:auto;margin-right:auto;' width='401px'\/><\/figure>\n<p><\/a><\/p>\n<p>It then identifies the textual elements and assigns them to their logical and grammatical roles. Finally, it analyzes the surrounding text and text structure to accurately determine the proper meaning of the words in context. Consider the task of text summarization which is used to create digestible chunks of information from large quantities of text. Text summarization extracts words, phrases, and sentences to form a text summary that can be more easily consumed. The accuracy of the summary depends on a machine\u2019s ability to understand language data. However, many organizations struggle to capitalize on it because of their inability to analyze unstructured data.<\/p>\n<p>Read more about <a href=\"https:\/\/www.metadialog.com\/\">https:\/\/www.metadialog.com\/<\/a> here.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>What is Natural Language Processing? The goal of pLSA is to learn the probabilities of word-topic and topic-document associations that&#8230;<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[279],"tags":[],"class_list":["post-15086","post","type-post","status-publish","format-standard","hentry","category-generative-ai"],"_links":{"self":[{"href":"https:\/\/abrar.edu.so\/sohc-conference2022\/wp-json\/wp\/v2\/posts\/15086","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/abrar.edu.so\/sohc-conference2022\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/abrar.edu.so\/sohc-conference2022\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/abrar.edu.so\/sohc-conference2022\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/abrar.edu.so\/sohc-conference2022\/wp-json\/wp\/v2\/comments?post=15086"}],"version-history":[{"count":1,"href":"https:\/\/abrar.edu.so\/sohc-conference2022\/wp-json\/wp\/v2\/posts\/15086\/revisions"}],"predecessor-version":[{"id":15087,"href":"https:\/\/abrar.edu.so\/sohc-conference2022\/wp-json\/wp\/v2\/posts\/15086\/revisions\/15087"}],"wp:attachment":[{"href":"https:\/\/abrar.edu.so\/sohc-conference2022\/wp-json\/wp\/v2\/media?parent=15086"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/abrar.edu.so\/sohc-conference2022\/wp-json\/wp\/v2\/categories?post=15086"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/abrar.edu.so\/sohc-conference2022\/wp-json\/wp\/v2\/tags?post=15086"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}