{"id":550,"date":"2022-09-01T09:11:05","date_gmt":"2022-09-01T09:11:05","guid":{"rendered":"https:\/\/mrttransportes.com\/?p=550"},"modified":"2023-01-29T20:10:50","modified_gmt":"2023-01-29T20:10:50","slug":"understanding-semantic-analysis-using-python-nlp","status":"publish","type":"post","link":"https:\/\/mrttransportes.com\/index.php\/2022\/09\/01\/understanding-semantic-analysis-using-python-nlp\/","title":{"rendered":"Understanding Semantic Analysis Using Python\u200a-\u200aNLP Towards AI"},"content":{"rendered":"<p>The distributional hypothesis is the basis for statistical semantics. Although the Distributional Hypothesis originated in linguistics, it is now receiving attention in cognitive science especially regarding the context of word use. Powerful semantic-enhanced machine learning tools will deliver valuable insights that drive better decision-making and improve customer experience. Automatically classifying tickets using semantic analysis tools alleviates agents from repetitive tasks and allows them to focus on tasks that provide more value while improving the whole customer experience. Semantic Analysis is the technique we expect our machine to extract the logical meaning from our text. It allows the computer to interpret the language structure and grammatical format and identifies the relationship between words, thus creating meaning.<\/p>\n<div style='border: grey solid 1px;padding: 11px;'>\n<h3>Squirro Partners with the Semantic Web Company Creating the 1st Comprehensive Composite AI Offering &#8211; Datanami<\/h3>\n<p>Squirro Partners with the Semantic Web Company Creating the 1st Comprehensive Composite AI Offering.<\/p>\n<p>Posted: Tue, 22 Nov 2022 08:00:00 GMT [<a href='https:\/\/news.google.com\/__i\/rss\/rd\/articles\/CBMiigFodHRwczovL3d3dy5kYXRhbmFtaS5jb20vdGhpcy1qdXN0LWluL3NxdWlycm8tcGFydG5lcnMtd2l0aC10aGUtc2VtYW50aWMtd2ViLWNvbXBhbnktY3JlYXRpbmctdGhlLTFzdC1jb21wcmVoZW5zaXZlLWNvbXBvc2l0ZS1haS1vZmZlcmluZy_SAQA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p>Thus, machines tend to represent the text in specific formats in order to interpret its meaning. This formal structure that is used to understand the meaning of a text is called meaning representation. Keep reading the article to  figure out how <a href=\"https:\/\/metadialog.com\/blog\/semantic-analysis-in-nlp\/\">nlp semantics<\/a> semantic analysis works and why it is critical to natural language processing. It\u2019s an essential sub-task of Natural Language Processing and the driving force behind machine learning tools like chatbots, search engines, and text analysis.<\/p>\n<h2>Getting Dense Word Embeddings\u00b6<\/h2>\n<p>For all other languages, such as Japanese, Dutch or French, the number of terms amounts to less than 5% of what is available for English. Additional resources may be available for these languages outside the UMLS distribution. Details on terminology resources for some European languages were presented at the CLEF-ER evaluation lab in for Dutch , French and German . This section reviews the topics covered by recently published research on clinical NLP which addresses languages other than English.<\/p>\n<ul>\n<li>In other words, it shows how to put together entities, concepts, relations, and predicates to describe a situation.<\/li>\n<li>Finally, the lambda calculus is useful in the semantic representation of natural language ideas.<\/li>\n<li>German speakers, for example, can merge words (more accurately \u201cmorphemes,\u201d but close enough) together to form a larger word.<\/li>\n<li>The meanings of words don\u2019t change simply because they are in a title and have their first letter capitalized.<\/li>\n<li>Relationship extraction takes the named entities of NER and tries to identify the semantic relationships between them.<\/li>\n<li>Basically, stemming is the process of reducing words to their word stem.<\/li>\n<\/ul>\n<p>NLP, or natural language processing, has been around for decades. It is fascinating as a developer to see how machines can take many words and turn them into meaningful data. That takes something we use daily, language, and turns it into something that can be used for many purposes. Let us look at some examples of what this process looks like and how we can use it in our day-to-day lives.<\/p>\n<h2>How Does Semantic Analysis Work?<\/h2>\n<p>You can find out what a group of clustered words mean by doing principal component analysis or dimensionality reduction with T-SNE, but this can sometimes be misleading because they oversimplify and leave a lot of information on the side. It\u2019s a good way to get started , but it isn\u2019t cutting edge and it is possible to do it way better. Now, imagine all the English words in the vocabulary with all their different fixations at the end of them.<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\">Review \u2014 Auto-DeepLab: Hierarchical Neural Architecture Search for Semantic Image Segmentation Bill_IoT HT <a href=\"https:\/\/twitter.com\/MikeQuindazzi?ref_src=twsrc%5Etfw\">@MikeQuindazzi<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/NLP?src=hash&amp;ref_src=twsrc%5Etfw\">#NLP<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/NLG?src=hash&amp;ref_src=twsrc%5Etfw\">#NLG<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/ComputerVision?src=hash&amp;ref_src=twsrc%5Etfw\">#ComputerVision<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/FutureofWork?src=hash&amp;ref_src=twsrc%5Etfw\">#FutureofWork<\/a> <a href=\"https:\/\/t.co\/EkgVX2Po6K\">https:\/\/t.co\/EkgVX2Po6K<\/a> <a href=\"https:\/\/t.co\/BPi82gftuL\">pic.twitter.com\/BPi82gftuL<\/a><\/p>\n<p>&mdash; Emma Hudson (@hudson_chatbots) <a href=\"https:\/\/twitter.com\/hudson_chatbots\/status\/1598958779898290176?ref_src=twsrc%5Etfw\">December 3, 2022<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n<p>The result of language processing is standardized coding of causes of death in the form of ICD10 codes, independent of the languages and countries of origin. You will learn what dense vectors are and why they\u2019re fundamental to NLP and semantic search. We cover how to build state-of-the-art language models covering semantic similarity, multilingual embeddings, unsupervised training, and more.<\/p>\n<h2>Sentiment Analysis<\/h2>\n<p>Most search engines only have a single content type on which to search at a time. 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. Related to entity recognition is intent detection, or determining the action a user wants to take. For searches with few results, you can use the entities to include related products.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"305px\" alt=\"nlp semantics\"\/><\/p>\n<p>These difficulties mean that general-purpose NLP is very, very difficult, so the situations in which NLP technologies seem to be most effective tend to be domain-specific. For example, Watson is very, very good at Jeopardy but is terrible at answering medical questions . Finally, NLP technologies typically map the parsed language onto a domain model.<\/p>\n<h2>Semantic role labeling<\/h2>\n<p>For instance, in Bulgarian EHRs medical terminology appears in Cyrillic and Latin . This situation calls for the development of specific resources including corpora annotated for abbreviations and translations of terms in Latin-Bulgarian-English . The use of terminology originating from Latin and Greek can also influence the local language use in clinical text, such as affix patterns . Some of the work in languages other than English addresses core NLP tasks that have been widely studied for English, such as sentence boundary detection , part of speech tagging [28\u201330], parsing , or sequence segmentation . Word segmentation issues are more obviously visible in languages which do not mark word boundaries with clear separators such as white spaces.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"309px\" alt=\"nlp semantics\"\/><\/p>\n<p>We should identify whether they refer to an entity or not in a certain document. Some search engine technologies have explored implementing question answering for more limited search indices, but outside of help desks or long, action-oriented content, the usage is limited. Named entity recognition is valuable in search because it can be used in conjunction with facet values to provide better search results. This detail is relevant because if a search engine is only looking at the query for typos, it is missing half of the information.<\/p>\n<h2>eLearning Cloud Platform for Council Expert Training<\/h2>\n<p>Times have changed, and so have the way that we process information and sharing knowledge has changed. Now everything is on the web, search for a query, and get a solution. This technique tells about the meaning when words are joined together to form sentences\/phrases. Tasks like sentiment analysis can be useful in some contexts, but search isn\u2019t one of them. These kinds of processing can include tasks like normalization, spelling correction, or stemming, each of which we\u2019ll look at in more detail.<\/p>\n<ul>\n<li>The development of reference corpora is also key for both method development and evaluation.<\/li>\n<li>But before getting into the concept and approaches related to meaning representation, we need to understand the building blocks of semantic system.<\/li>\n<li>Sentiment analysis is widely applied to reviews, surveys, documents and much more.<\/li>\n<li>This work is not a systematic review of the clinical NLP literature, but rather aims at presenting a selection of studies covering a representative number of languages, topics and methods.<\/li>\n<li>Usually, relationships involve two or more entities such as names of people, places, company names, etc.<\/li>\n<li>It shows the relations between two or several lexical elements which possess different forms and are pronounced differently but represent the same or similar meanings.<\/li>\n<\/ul>\n<p>Semantic Analysis is a subfield of Natural Language Processing that attempts to understand the meaning of Natural Language. Understanding Natural Language might seem a straightforward process to us as humans. However, due to the vast complexity and subjectivity involved in human language, interpreting it is quite a complicated task for machines. Semantic Analysis of Natural Language captures the meaning of the given text while taking into account context, logical structuring of sentences and grammar roles.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>What is NLP sentiment analysis?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Sentiment analysis (or opinion mining) is a natural language processing (NLP) technique used to determine whether data is positive, negative or neutral. Sentiment analysis is often performed on textual data to help businesses monitor brand and product sentiment in customer feedback, and understand customer needs.<\/p>\n<\/div><\/div>\n<\/div>\n<p>The Semantic analysis could even help companies even trace users&#8217; habits and then send them coupons based on events happening in their lives. In Semantic nets, we try to illustrate the knowledge in the form of graphical networks. The networks constitute nodes that represent objects and arcs and try to define a relationship between them.<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\">Computational linguistics is one of the grant challenges in AI. I have several books on linguistics and cognitive psychology in my library but Keeping Those Words in Mind by Max Louwerse is one of the best. The book discusses many semantic and syntactic aspects  of <a href=\"https:\/\/twitter.com\/hashtag\/NLP?src=hash&amp;ref_src=twsrc%5Etfw\">#NLP<\/a> <a href=\"https:\/\/t.co\/5XaYZCqe3a\">pic.twitter.com\/5XaYZCqe3a<\/a><\/p>\n<p>&mdash; Jack Brzezinski (@JackBrzezinski) <a href=\"https:\/\/twitter.com\/JackBrzezinski\/status\/1599454165863870464?ref_src=twsrc%5Etfw\">December 4, 2022<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n<p>As discussed in the example above, the linguistic meaning of words is the same in both sentences, but logically, both are different because grammar is an important part, and so are sentence formation and structure. Another way that named entity recognition can help with search quality is by moving the task from query time to ingestion time . NLP and NLU make semantic search more intelligent through tasks like normalization, typo tolerance, and entity recognition. Another remarkable thing about human language is that it is all about symbols. According to Chris Manning, a machine learning professor at Stanford, it is a discrete, symbolic, categorical signaling system. The ultimate goal of natural language processing is to help computers understand language as well as we do.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"304px\" alt=\"nlp semantics\"\/><\/p>\n<p>In other words, it shows how to put together entities, concepts, relations, and predicates to describe a situation.  Every comment about the company or its services\/products may be valuable to the business. Yes, basic NLP can identify words, but it can\u2019t interpret the meaning of entire sentences and texts without semantic analysis. We interact with each other by using speech, text, or other means of communication.<\/p>\n<ul>\n<li>The arguments for the predicate can be identified from other parts of the sentence.<\/li>\n<li>It includes words, sub-words, affixes (sub-units), compound words and phrases also.<\/li>\n<li>A fully adequate natural language semantics would require a complete theory of how people think and communicate ideas.<\/li>\n<li>More recently, machine translation was also attempted to adapt and evaluate cTAKES concept extraction to German , with very moderate success.<\/li>\n<li>We use Prolog as a practical medium for demonstrating the viability of this approach.<\/li>\n<li>Another important contextual property of clinical text is temporality.<\/li>\n<\/ul>\n<p>Upgrade your search or recommendation systems with just a few lines of code, or contact us for help. Insights derived from data also help teams detect areas of improvement and make better decisions. For example, you might decide to create a strong knowledge base by identifying the most common customer inquiries.<\/p>\n<div style='border: black dotted 1px;padding: 15px;'>\n<h3>The workings of ChatGPT, the latest natural language processing tool &#8211; The Hindu<\/h3>\n<p>The workings of ChatGPT, the latest natural language processing tool.<\/p>\n<p>Posted: Tue, 06 Dec 2022 17:10:00 GMT [<a href='https:\/\/news.google.com\/__i\/rss\/rd\/articles\/CBMihAFodHRwczovL3d3dy50aGVoaW5kdS5jb20vc2NpLXRlY2gvdGVjaG5vbG9neS90aGUtd29ya2luZ3Mtb2YtY2hhdGdwdC10aGUtbGF0ZXN0LW5hdHVyYWwtbGFuZ3VhZ2UtcHJvY2Vzc2luZy10b29sL2FydGljbGU2NjIzMDE1Mi5lY2XSAYkBaHR0cHM6Ly93d3cudGhlaGluZHUuY29tL3NjaS10ZWNoL3RlY2hub2xvZ3kvdGhlLXdvcmtpbmdzLW9mLWNoYXRncHQtdGhlLWxhdGVzdC1uYXR1cmFsLWxhbmd1YWdlLXByb2Nlc3NpbmctdG9vbC9hcnRpY2xlNjYyMzAxNTIuZWNlL2FtcC8?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>The distributional hypothesis is the basis for statistical semantics. Although the Distributional Hypothesis originated in linguistics, it is now receiving<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"colormag_page_container_layout":"default_layout","colormag_page_sidebar_layout":"default_layout","_jetpack_memberships_contains_paid_content":false,"footnotes":""},"categories":[28],"tags":[],"class_list":["post-550","post","type-post","status-publish","format-standard","hentry","category-ai-chatbots"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.3 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Understanding Semantic Analysis Using Python\u200a-\u200aNLP Towards AI | MRT-Transportes<\/title>\n<meta name=\"robots\" content=\"noindex, follow\" \/>\n<meta property=\"og:locale\" content=\"es_ES\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Understanding Semantic Analysis Using Python\u200a-\u200aNLP Towards AI | MRT-Transportes\" \/>\n<meta property=\"og:description\" content=\"The distributional hypothesis is the basis for statistical semantics. Although the Distributional Hypothesis originated in linguistics, it is now receiving\" \/>\n<meta property=\"og:url\" content=\"https:\/\/mrttransportes.com\/index.php\/2022\/09\/01\/understanding-semantic-analysis-using-python-nlp\/\" \/>\n<meta property=\"og:site_name\" content=\"MRT-Transportes\" \/>\n<meta property=\"article:published_time\" content=\"2022-09-01T09:11:05+00:00\" \/>\n<meta property=\"article:modified_time\" content=\"2023-01-29T20:10:50+00:00\" \/>\n<meta property=\"og:image\" content=\"\" \/>\n<meta name=\"author\" content=\"admin\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:label1\" content=\"Escrito por\" \/>\n\t<meta name=\"twitter:data1\" content=\"admin\" \/>\n\t<meta name=\"twitter:label2\" content=\"Tiempo de lectura\" \/>\n\t<meta name=\"twitter:data2\" content=\"9 minutos\" \/>\n<script type=\"application\/ld+json\" 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