{"id":1030,"date":"2023-05-17T17:55:02","date_gmt":"2023-05-17T17:55:02","guid":{"rendered":"https:\/\/marcuspsychology.com\/?p=1030"},"modified":"2023-09-22T16:11:49","modified_gmt":"2023-09-22T16:11:49","slug":"the-role-of-natural-language-processing-in-ai","status":"publish","type":"post","link":"https:\/\/marcuspsychology.com\/index.php\/2023\/05\/17\/the-role-of-natural-language-processing-in-ai\/","title":{"rendered":"The role of natural language processing in AI University of York"},"content":{"rendered":"<p><h1>PDF Semantics as Meaning Determination with Semantic-Epistemic Operations Allwood Jens<\/h1>\n<\/p>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"303px\" alt=\"semantic analysis example\"\/><\/p>\n<p><p>If you have the time and commitment, you can teach yourself with online resources and build a sentiment analysis model from scratch. We\u2019ve provided helpful resources and tutorials below if you\u2019d like to build your own sentiment analysis solution or if you just want to learn more about the topic. At Speak, we offer an all-in-one <a href=\"https:\/\/www.metadialog.com\/\">https:\/\/www.metadialog.com\/<\/a> solution for data transcription, sentiment analysis, and API integrations. We also allow users to use all our analysis tools for free \u2013 sentiment analysis, entity recognition, and word cloud maker to identify prevalent keywords. Coarse-grained sentiment analysis is similar to fine-grained sentiment analysis.<\/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=\"semantic analysis example\"\/><\/p>\n<p><p>Instead of examining individual tweets or Facebook posts, business owners can have an immediate overview of how consumers feel about their brand. Polarity precision is instrumental in interpreting customer feedback rating scales. For instance, on a 1-5 star  rating scale, 1 would be very negative, whereas 5 would be very positive. On a 1-10 rating scale, 1-2 would be very negative, while 9-10 is very positive. It is a very manual process, where the dictionaries are built up over time by a data engineer.<\/p>\n<\/p>\n<p><h2>Is semantic analysis same as sentiment analysis?<\/h2>\n<\/p>\n<p><p>Involves interpreting the meaning of a word based on the context of its occurrence in a text. Semantic analysis focuses on larger chunks of text whereas lexical analysis is based on smaller tokens. 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. Text classification and sentiment analysis tools can detect email and messaging applications phishing. They scan language with signs of social engineering, like overly emotional appeals, threatening language, or inappropriate urgency.<\/p>\n<\/p>\n<div style='border: black solid 1px;padding: 10px;'>\n<h3>Splunk: Creating a Resilient and Dynamic Organization &#8211; DevOps.com<\/h3>\n<p>Splunk: Creating a Resilient and Dynamic Organization.<\/p>\n<p>Posted: Mon, 18 Sep 2023 13:00:13 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiSGh0dHBzOi8vZGV2b3BzLmNvbS9zcGx1bmstY3JlYXRpbmctYS1yZXNpbGllbnQtYW5kLWR5bmFtaWMtb3JnYW5pemF0aW9uL9IBTGh0dHBzOi8vZGV2b3BzLmNvbS9zcGx1bmstY3JlYXRpbmctYS1yZXNpbGllbnQtYW5kLWR5bmFtaWMtb3JnYW5pemF0aW9uL2FtcC8?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>This means you are likely to come across phrases <\/p>\n<p> such as &#8216;lexical semantics&#8217;, &#8216;cognitive semantics&#8217;, &#8216;discourse semantics&#8217; <\/p>\n<p> and so on. In this Unit, however, I will focus on the traditional <a href=\"https:\/\/www.metadialog.com\/blog\/semantic-analysis-in-nlp\/\">semantic analysis example<\/a> central <\/p>\n<p> elements in semantic theory. Semantic analysis techniques are deployed to understand, interpret and extract meaning from human languages in a multitude of real-world scenarios.<\/p>\n<\/p>\n<p><h2>Semantics as a solution to messy data<\/h2>\n<\/p>\n<p><p>That also makes it quite useful for analysing other informally written texts. Conducting effective semantic SEO analysis revolves around understanding the intent, meaning or context of a search query. By choosing our company, you get a reliable partner, personal dedication, and over a decade of experience. We can implement sentiment analysis, NLP, and other AI technologies into your platform or develop your solution from scratch.<\/p>\n<\/p>\n<p><p>Sentiment analysis is quite a complicated process\u2014it is based on Natural Language Processing (NLP), computational linguistics, and text analysis. Because language is such a complex communication medium, there\u2019s a lot to analyse. The  study of meaning\u2014semantics\u2014and the rules of a particular language\u2014syntax\u2014are the two schools which help immensely with analytics.<\/p>\n<\/p>\n<p><h2>Latent Semantic Analysis<\/h2>\n<\/p>\n<p><p>Additional symbols are needed in the grammar rules to provide synchronisation between the two stacks, and the usual way of doing this is using the hash (#). In the example of a grammar representing arithmetic operations, the # tells the parser that the second argument has just been seen, so it should be added to the first one. There are problems with recursive descent, such as converting BNF rules to EBNF, ambiguity in choice and empty productions (must look on further at tokens that can appear after the current non-terminal). We could also consider adding some form of early error detection, so time is not wasted deriving non-terminals if the lookahead token is not a legal symbol. There are many techniques for parsing algorithms (vs FSA-centred lexical analysis), and the two main classes of algorithm are top-down and bottom-up parsing.<\/p>\n<\/p>\n<ul>\n<li>Perhaps surprisingly, the fine-tuning datasets can be extremely small, maybe containing only hundreds or even tens of training examples, and fine-tuning training only requires minutes on a single CPU.<\/li>\n<li>For example, the sentence \u201cJohn went to the store\u201d can be broken down into tokens such as \u201cJohn\u201d, \u201cwent\u201d, \u201cto\u201d, \u201cthe\u201d, and \u201cstore\u201d.<\/li>\n<li>Even when this has been learned, queries which are both accurate and comprehensive, require a great deal of time and experience to get right.<\/li>\n<li>Such information is required for various kinds of spatial planning in the public and business sectors.<\/li>\n<li>NLG has the ability to provide a verbal description of what has happened.<\/li>\n<\/ul>\n<p><p>Strictly speaking, a lexeme is often defined as a set of related <\/p>\n<p>\t\t\tforms of the same word so, e.g., speak, speaking, spoken, <\/p>\n<p>\t\t\tspoke are all various forms of the single lexeme speak. Example of Co-reference ResolutionWhat we do in co-reference resolution is, finding which phrases refer to which entities. Here we need to find all the references to an entity within a text document. There are also words that such as \u2018that\u2019, \u2018this\u2019, \u2018it\u2019 which may or may not refer to an entity. In standard English, a noun can be a count noun with one meaning and a non-count noun with a different meaning.<\/p>\n<\/p>\n<p><p>Speak\u2019s insights dashboard also generates prevalent keywords and topics from any market research to get an overview of key areas to pay attention to. Since sentiment analysis is concerned with understanding consumers\u2019 attitudes and opinions, it\u2019s common to pair it with market research. Opinion mining usually occurs at the interpretation and analysis stage of the marketing research process. Depending on your sentiment analysis tool, you can pinpoint users with neutral and negative sentiments to convert them into positive brand ambassadors. Overall, sentiment analysis provides you with information to make informed decisions to improve your brand image.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>What is an example of semantic literature?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Examples of Semantics in Literature<\/p>\n<p> In the sequel to the novel Alice&apos;s Adventures in Wonderland, Alice has the following exchange with Humpty Dumpty: &#x201c;When I use a word,&#x201d; Humpty Dumpty said, in rather a scornful tone, &#x201c;it means just what I choose it to mean neither more nor less.&#x201d; many different things.&#x201d;<\/br><\/br><\/p>\n<\/div><\/div>\n<\/div>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>What are the two main types of semantics?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<ul>\n<li>Formal semantics is the study of grammatical meaning in natural language.<\/li>\n<li>Conceptual semantics is the study of words at their core.<\/li>\n<li>Lexical semantics is the study of word meaning.<\/li>\n<\/ul>\n<\/div><\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>PDF Semantics as Meaning Determination with Semantic-Epistemic Operations Allwood Jens If you have the time and commitment, you can teach yourself with online resources and build a sentiment analysis model from scratch. We\u2019ve provided helpful resources and tutorials below if you\u2019d like to build your own sentiment analysis solution or if you just want to [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"om_disable_all_campaigns":false,"footnotes":""},"categories":[227],"tags":[],"class_list":["post-1030","post","type-post","status-publish","format-standard","hentry","category-generative-ai"],"_links":{"self":[{"href":"https:\/\/marcuspsychology.com\/index.php\/wp-json\/wp\/v2\/posts\/1030","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/marcuspsychology.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/marcuspsychology.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/marcuspsychology.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/marcuspsychology.com\/index.php\/wp-json\/wp\/v2\/comments?post=1030"}],"version-history":[{"count":1,"href":"https:\/\/marcuspsychology.com\/index.php\/wp-json\/wp\/v2\/posts\/1030\/revisions"}],"predecessor-version":[{"id":1031,"href":"https:\/\/marcuspsychology.com\/index.php\/wp-json\/wp\/v2\/posts\/1030\/revisions\/1031"}],"wp:attachment":[{"href":"https:\/\/marcuspsychology.com\/index.php\/wp-json\/wp\/v2\/media?parent=1030"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/marcuspsychology.com\/index.php\/wp-json\/wp\/v2\/categories?post=1030"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/marcuspsychology.com\/index.php\/wp-json\/wp\/v2\/tags?post=1030"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}