{"id":4268,"date":"2022-10-10T12:25:34","date_gmt":"2022-10-10T10:25:34","guid":{"rendered":"http:\/\/demarch.sn\/sitedemarch\/?p=4268"},"modified":"2023-04-03T07:44:11","modified_gmt":"2023-04-03T05:44:11","slug":"what-are-semantics-and-how-do-they-affect-natural","status":"publish","type":"post","link":"http:\/\/demarch.sn\/sitedemarch\/index.php\/2022\/10\/10\/what-are-semantics-and-how-do-they-affect-natural\/","title":{"rendered":"What Are Semantics and How Do They Affect Natural Language Processing? by Michael Stephenson Jan, 2023 Artificial Intelligence in Plain English"},"content":{"rendered":"<p>The most important task of semantic analysis is to find the proper meaning of the sentence using the elements of semantic analysis in NLP. The elements of semantic analysis are also of high relevance in efforts to improve web ontologies and knowledge representation systems. The real-life systems, of course, support much more sophisticated grammar definition. Semantic and Linguistic Grammars both define a formal way of how a natural language sentence can be understood. Linguistic grammar deals with linguistic categories like noun, verb, etc.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>What are examples of semantics?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Semantics is the study of meaning in language. It can be applied to entire texts or to single words. For example, &lsquo;destination&rsquo; and &lsquo;last stop&rsquo; technically mean the same thing, but students of semantics analyze their subtle shades of meaning.<\/p>\n<\/div><\/div>\n<\/div>\n<p>Both Linguistic and Semantic approach came to a scene at about the same time in 1970s. Linguistic Modelling enjoyed a constant interest throughout the years and is foundational to overall NLP development. E.g., Supermarkets store users&rsquo; phone number and billing history to track their habits and life events. If the user has been buying more child-related products, she may have a baby, and e-commerce giants will try to lure customers by sending them coupons related to baby products. Photo by Priscilla Du Preez on UnsplashThe slightest change in the analysis could completely ruin the user experience and allow companies to make big bucks.<\/p>\n<h2>Sentiment Analysis<\/h2>\n<p>If you\u2019re interested in using some of these techniques with Python, take a look at theJupyter Notebookabout Python\u2019s natural language toolkit that I created. You can also check out my blog post about building neural networks with Keraswhere I train a neural network to perform sentiment analysis. Recurrent neural networks form a very broad family of neural networks architectures that deal with the representation of complex objects. At its core a recurrent neural network is a network which takes in input the current element in the sequence and processes it based on an internal state which depends on previous inputs. Hence, a debated question is whether discrete symbolic representations and distributed representations are two very different ways of encoding knowledge because of the difference in altering symbols. For Fodor and Pylyshyn , distributed representations in Neural Network architectures are \u201conly an implementation of the Classical approach\u201d where classical approach is related to discrete symbolic representations.<\/p>\n<p><a href=\"https:\/\/metadialog.com\/\"><img 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' alt='https:\/\/metadialog.com\/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='401px'\/><\/a><\/p>\n<p>Socher, R., Huang, E. H., Pennington, J., Ng, A. Y., and Manning, C. D. \u201cDynamic pooling and unfolding recursive autoencoders for paraphrase detection,\u201d in Advances in Neural Information Processing Systems 24 . \u201cDecoding distributed tree structures,\u201d in Statistical Language and Speech Processing &#8211; Third International Conference, SLSP 2015 , 73\u201383. The \u201cinvertibility\u201d of these representations is important because it allow us not to consider these representations as black boxes. The applications of these CDSMs encompass multi-document summarization, recognizing textual entailment (Dagan et al., 2013) and, obviously, semantic textual similarity detection (Agirre et al., 2013). I am currently pursuing my Bachelor of Technology (B.Tech) in Computer Science and Engineering from the Indian Institute of Technology Jodhpur.<\/p>\n<h2>Semantic Analysis Approaches<\/h2>\n<p>\u201cEstimating linear <a href=\"https:\/\/metadialog.com\/blog\/semantic-analysis-in-nlp\/\">semantics nlp<\/a> for compositional distributional semantics,\u201d in Proceedings of the 23rd International Conference on Computational Linguistics . \u201cImagenet classification with deep convolutional neural networks,\u201d in Advances in Neural Information Processing Systems , 1097\u20131105. Hence, given the convolution conjecture, models-that-compose produce distributed representations for structures that can be interpreted back. Interpretability is a very important feature in these models-that-compose which will drive our analysis. According to this conjecture, structural information is preserved in any model that composes and structural information emerges back when comparing two distributed representations with dot product to determine their similarity.<\/p>\n<ul>\n<li>Socher, R., Huang, E. H., Pennington, J., Ng, A. Y., and Manning, C. D.<\/li>\n<li>In fact, the combination of NLP and Semantic Web technologies enables enterprises to combine structured and unstructured data in ways that are simply not practical using traditional tools.<\/li>\n<li>The process enables computers to identify and make sense of documents, paragraphs, sentences, and words as a whole.<\/li>\n<li>It helps capture the tone of customers when they post reviews and opinions on social media posts or company websites.<\/li>\n<li>Another way that named entity recognition can help with search quality is by moving the task from query time to ingestion time .<\/li>\n<li>In fact, features represent contextual information which is a proxy for semantic attributes of target words .<\/li>\n<\/ul>\n<p>Most information about the industry is published in press releases, news stories, and the like, and very little of this information is encoded in a highly structured way. However, most information about one\u2019s own business will be represented in structured databases internal to each specific organization. Clearly, then, the primary pattern is to use NLP to extract structured data from text-based documents. These data are then linked via Semantic technologies to pre-existing data located in databases and elsewhere, thus bridging the gap between documents and formal, structured data.<\/p>\n<h2>Natural Language Understanding<\/h2>\n<p>Semantic analysis is defined as a process of understanding natural language by extracting insightful information such as context, emotions, and sentiments from unstructured data. This article explains the fundamentals of semantic analysis, how it works, examples, and the top five semantic analysis applications in 2022. Chapter 1 introduces the concepts of semantics and pragmatics; and guides the readers on how semantics and pragmatics can help NLP researchers to build better Natural Language Understanding and Natural Language Generation systems. The final layer takes the cognitive states of the speaker and the interlocutor into account.<\/p>\n<ul>\n<li>This could mean, for example, finding out who is married to whom, that a person works for a specific company and so on.<\/li>\n<li>Named entity recognition concentrates on determining which items in a text (i.e. the \u201cnamed entities\u201d) can be located and classified into predefined categories.<\/li>\n<li>You just need a set of relevant training data with several examples for the tags you want to analyze.<\/li>\n<li>Chatbots reduce customer waiting times by providing immediate responses and especially excel at handling routine queries , allowing agents to focus on solving more complex issues.<\/li>\n<li>She has earned her PhD from the Computer Engineering Department, Istanbul Technical University, Istanbul, Turkey.<\/li>\n<li>There is a handbook and tutorial for using NLTK, but it\u2019s a pretty steep learning curve.<\/li>\n<\/ul>\n<p>Intel NLP Architect  is another Python library for deep learning topologies and techniques. To fully comprehend human language, data scientists need to teach NLP tools to look beyond definitions and word order, to understand context, word ambiguities, and other complex concepts connected to messages. But, they also need to consider other aspects, like culture, background, and gender, when fine-tuning natural language processing models. Sarcasm and humor, for example, can vary greatly from one country to the next.<\/p>\n<h2>Machine translation<\/h2>\n<p>Then, the matrix Wd reports on which combination of the original symbols is more important to distinguish data points in the set. It is a strange historical accident that two similar sounding names\u2014distributed and distributional\u2014have been given to two concepts that should not be confused for many. Maybe, this has happened because the two concepts are definitely related. We argue that distributional representation are nothing more than a subset of distributed representations, and in fact can be categorized neatly into the divisions presented in the previous section. However, these embedding layers produce encoding functions and, thus, distributed representations that are not interpretable at symbol level.<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\">[Project] Google ArXiv Papers with NLP semantic-search! Link to Github in the comments!! <a href=\"https:\/\/t.co\/UcBEygMmUG\">https:\/\/t.co\/UcBEygMmUG<\/a><\/p>\n<p>&mdash; \/r\/ML Popular (@reddit_ml) <a href=\"https:\/\/twitter.com\/reddit_ml\/status\/1627412719119867906?ref_src=twsrc%5Etfw\">February 19, 2023<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n<p>This is the process by which a computer translates text from one language, such as English, to another language, such as French, without human intervention. Dustin Coates is a Product Manager at Algolia, a hosted search engine and discovery platform for businesses. NLP and NLU tasks like tokenization, normalization, tagging, typo tolerance, and others can help make sure that searchers don\u2019t need to be search experts. There are plenty of other NLP and NLU tasks, but these are usually less relevant to search. For most search engines, intent detection, as outlined here, isn\u2019t necessary. A user searching for \u201chow to make returns\u201d might trigger the \u201chelp\u201d intent, while \u201cred shoes\u201d might trigger the \u201cproduct\u201d intent.<\/p>\n<h2>Representing variety at the lexical level<\/h2>\n<p>The question behind this debate is in fact crucial to understand if neural networks may exploit something more that systems strictly based on discrete symbolic representations. The question is again becoming extremely relevant since natural language is by construction a discrete symbolic representations and, nowadays, deep neural networks are solving many tasks. It is the driving force behind many machine learning use cases such as chatbots, search engines, NLP-based cloud services.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"308px\" alt=\"question\"\/><\/p>\n<p>Using curation and supervised self-learning the Semantic Model learns more with every curation and ultimately can know dramatically more than it was taught at the beginning. Hence, the model can start small and learn up through human interaction \u2014 the process that is not unlike many modern AI applications. That ability to group individual words into high-level semantic entities was introduced to aid in solving a key problem plaguing the early NLP systems \u2014 namely a linguistic ambiguity. In Semantic nets, we try to illustrate the knowledge in the form of graphical networks.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"309px\" alt=\"models\"\/><\/p>\n<p>Doing this with natural language processing requires some programming &#8212; it is not completely automated. However, there are plenty of simple keyword extraction  tools that automate most of the process &#8212; the user just has to set parameters within the program. For example, a tool might pull out the most frequently used words in the text.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"306px\" alt=\"applications of nlp\"\/><\/p>\n<p>ArXiv is committed to these values and only works with partners that adhere to them. Are replaceable to each other and the meaning of the sentence remains the same so we can replace each other. Synonymy is the case where a word which has the same sense or nearly the same as another word.<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\">\u201cThe Phase One SBIR grant, valued at $300,000, has been awarded by the National Institute of Allergy and Infectious Diseases (NIAID) to develop innovative and cutting-edge computational algorithms, including semantic technologies and <a href=\"https:\/\/twitter.com\/hashtag\/NLP?src=hash&amp;ref_src=twsrc%5Etfw\">#NLP<\/a> algorithms to model, extract and\u2026 <a href=\"https:\/\/t.co\/0A3byqhhwy\">https:\/\/t.co\/0A3byqhhwy<\/a> <a href=\"https:\/\/t.co\/LtNcYQvcF8\">pic.twitter.com\/LtNcYQvcF8<\/a><\/p>\n<p>&mdash; Kristen Ruby (@sparklingruby) <a href=\"https:\/\/twitter.com\/sparklingruby\/status\/1627389616822026243?ref_src=twsrc%5Etfw\">February 19, 2023<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n","protected":false},"excerpt":{"rendered":"<p>The most important task of semantic analysis is to find the proper meaning of the sentence using the elements of semantic analysis in NLP. The elements of semantic analysis are also of high relevance in efforts to improve web ontologies and knowledge representation systems. The real-life systems, of course, support much more sophisticated grammar definition. [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[127],"tags":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v20.1 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>What Are Semantics and How Do They Affect Natural Language Processing? by Michael Stephenson Jan, 2023 Artificial Intelligence in Plain English Page Page -<\/title>\n<meta name=\"description\" content=\"What Are Semantics and How Do They Affect Natural Language Processing? by Michael Stephenson Jan, 2023 Artificial Intelligence in Plain English Votre partenaire en transformation digitale\" \/>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"http:\/\/demarch.sn\/sitedemarch\/index.php\/2022\/10\/10\/what-are-semantics-and-how-do-they-affect-natural\/\" \/>\n<meta property=\"og:locale\" content=\"fr_FR\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"What Are Semantics and How Do They Affect Natural Language Processing? 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