{"id":15070,"date":"2023-08-01T15:46:00","date_gmt":"2023-08-01T15:46:00","guid":{"rendered":"https:\/\/abrar.edu.so\/sohc-conference2022\/?p=15070"},"modified":"2023-12-06T20:30:33","modified_gmt":"2023-12-06T20:30:33","slug":"elements-of-semantic-analysis-in-nlp-2","status":"publish","type":"post","link":"https:\/\/abrar.edu.so\/sohc-conference2022\/elements-of-semantic-analysis-in-nlp-2\/","title":{"rendered":"Elements of Semantic Analysis in NLP"},"content":{"rendered":"<p><h1>Semantic Analysis Guide to Master Natural Language Processing Part 9<\/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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\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\" width=\"303px\" alt=\"semantic analysis of text\"\/><\/p>\n<p><p>Analyzing a client\u2019s words is a golden opportunity to implement operational improvements. A technology such as this can help to implement a customer-centered strategy. As we enter the era of \u2018data  explosion,\u2019 it is vital for organizations to optimize this excess yet valuable data and derive valuable insights to drive their business goals. Semantic analysis allows organizations to interpret the meaning of the text and extract critical information from unstructured data. Semantic-enhanced machine learning tools are vital natural language processing components that boost decision-making and improve the overall customer experience. Today, semantic analysis methods are extensively used by language translators.<\/p>\n<\/p>\n<ul>\n<li>To save content items to your account,<\/p>\n<p>please confirm that you agree to abide by our usage policies.<\/li>\n<li>In addition, various ambiguities and new slang or terminologies being introduced with each passing day make emotion detection from text more challenging.<\/li>\n<li>Being operational in more than 500 cities worldwide and serving a gigantic user base, Uber gets a lot of feedback, suggestions, and complaints by users.<\/li>\n<\/ul>\n<p><p>Using a low-code UI, you can create models to automatically analyze your text for semantics and perform techniques like sentiment and topic analysis, or keyword extraction, in just a few simple steps. Text semantics are frequently addressed in text mining studies, since it has an important influence in text meaning. However, there is a lack of secondary studies that consolidate these researches. This paper reported a systematic mapping study conducted to overview semantics-concerned text mining literature.<\/p>\n<\/p>\n<p><h2>Keyword Extraction<\/h2>\n<\/p>\n<p><p>Therefore, it was expected that classification and clustering would be the most frequently applied tasks. When the field of interest is broad and the objective is to have an overview of what is being developed in the research field, it is recommended to apply a particular type of systematic review named systematic mapping study [3, 4]. Systematic mapping studies follow an well-defined protocol as in any systematic review. The main differences between a traditional systematic review and a systematic mapping are their breadth and depth. While a systematic review deeply analyzes a low number of primary studies, in a systematic mapping a wider number of studies are analyzed, but less detailed.<\/p>\n<\/p>\n<div style='border: grey dashed 1px;padding: 14px;'>\n<h3>Twitter Sentiment Geographical Index Dataset  Scientific Data &#8211; Nature.com<\/h3>\n<p>Twitter Sentiment Geographical Index Dataset  Scientific Data.<\/p>\n<p>Posted: Mon, 09 Oct 2023 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiMmh0dHBzOi8vd3d3Lm5hdHVyZS5jb20vYXJ0aWNsZXMvczQxNTk3LTAyMy0wMjU3Mi030gEA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>Spacy Transformers is an extension of spaCy that integrates transformer-based models, such as BERT and RoBERTa, into the spaCy framework, enabling seamless use of these models for semantic analysis. Semantic analysis extends beyond text to encompass multiple modalities, including images, videos, and audio. Integrating these modalities will provide a more comprehensive and nuanced semantic understanding. In the next section, we\u2019ll explore the practical applications of semantic analysis across multiple domains. Currently there are algorithms to identify classifications of text and patterns within a text, but these representations can be ambiguous. Keeping the advantages of natural language processing in mind, let\u2019s explore how different industries are applying this technology.<\/p>\n<\/p>\n<p><h2>What is Semantics?<\/h2>\n<\/p>\n<p><p>The primary goal of sentiment analysis is to determine whether the sentiment expressed in the text is positive, negative, or neutral. This information can be used by businesses to make decisions related to marketing, customer service, and product development. Healthcare information systems can reduce the expenses of treatment, foresee episodes of pestilences, help stay away from preventable illnesses, and improve personal life satisfaction. In the recent few years, a large number of organizations and companies have shown enthusiasm for using semantic web technologies with healthcare big data to convert data into knowledge and intelligence. Data science involves using statistical and computational methods to analyze large datasets and extract insights from them. However, traditional statistical methods often fail to capture the richness and complexity of human language, which is why semantic analysis is becoming increasingly important in the field of data science.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"303px\" alt=\"semantic analysis of text\"\/><\/p>\n<p><p>However, the former is more challenging due to ambiguities present in natural language. Speech recognition, document summarization, question answering, speech synthesis, machine translation, and other applications all employ NLP (Itani et&nbsp;al. 2017). The two critical areas of natural  language processing are sentiment analysis and emotion recognition. Even though these two names are sometimes used interchangeably, they differ in a few respects. Sentiment analysis is a means of assessing if data is positive, negative, or neutral. Textual similarity analysis is another prominent application of semantic analysis that measures the degree of similarity or relatedness between two texts.<\/p>\n<\/p>\n<p><p>In social media, semantic analysis is used for trend analysis, influencer marketing, and reputation management. Trend analysis involves identifying the most popular topics and themes on social media, allowing businesses to stay up-to-date with the latest trends. Currently in use, this technology examines the emotion and meaning of communications between people and machines. Uber, the highest valued start-up in the world, has been a pioneer in the sharing economy. Being operational in more than 500 cities worldwide and serving a gigantic user base, Uber gets a lot of feedback, suggestions, and complaints by users. The huge amount of incoming data makes analyzing, categorizing, and generating insights challenging undertaking.<\/p>\n<\/p>\n<p><p>By implementing count() here with arguments of both word and sentiment, we find out how much each word contributed to each sentiment. We now have an estimate of the net sentiment (positive &#8211; negative) <a href=\"https:\/\/www.metadialog.com\/blog\/semantic-analysis-in-nlp\/\">in each<\/a> chunk of the novel text for each sentiment lexicon. We can see in Figure 2.2 how the plot of each novel changes toward more positive or negative sentiment over the trajectory of the story. Dictionary-based methods like the ones we are discussing find the [newline]total sentiment of a piece of text by adding up the individual sentiment<\/p>\n<p>scores for each word in the text. Word Sense Disambiguation<\/p>\n<p>Word Sense Disambiguation (WSD) involves interpreting the meaning of a word based on the context of its occurrence in a text. Semantic analysis is done by analyzing the grammatical structure of a piece of text and understanding how one word in a sentence is related to another.<\/p>\n<\/p>\n<p><h2>Leveraging Electronic Health Records (EHRs) and Data Integration for Enhanced Healthcare Insights<\/h2>\n<\/p>\n<p><p>In the past years, natural language processing and text mining becomes popular as it deals with text whose purpose is to communicate actual information and opinion. Using Natural Language Processing (NLP) techniques and Text Mining will increase the annotator productivity. There are lesser known experiments has been made in the field of uncertainty detection. With fast growing world there is lot of scope in the various fields where uncertainty play major role in deciding the probability of uncertain event.<\/p>\n<\/p>\n<p><a href=\"https:\/\/www.metadialog.com\/\"><\/p>\n<figure><img src='data:image\/jpeg;base64,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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><p>Every day, civil servants and officials are confronted with many voluminous documents that need to be reviewed and applied according to the information requirements of a specific task. Since reviewing many documents and selecting the most relevant ones is a time-consuming task, we have developed an AI-based approach for the content-based review of large collections of texts. The approach of semantic analysis of texts and the comparison of content relatedness between individual texts in a collection allows for timesaving and the comprehensive analysis of collections.<\/p>\n<\/p>\n<p><p>You see, the word on its own matters less, and the words surrounding it matter <a href=\"https:\/\/www.metadialog.com\/blog\/semantic-analysis-in-nlp\/\">more for the<\/a> interpretation. A semantic analysis algorithm needs to be trained with a larger corpus of data to perform better. Figure 2.4 lets us spot an anomaly in the sentiment analysis; the word \u201cmiss\u201d is coded as negative but it is used as a title for young, unmarried women in Jane Austen\u2019s works. If it were appropriate for our purposes, we could easily add \u201cmiss\u201d to a custom stop-words list using bind_rows(). Why is, for example, the result for the NRC lexicon biased so high in sentiment compared to the Bing et al.&nbsp;result?<\/p>\n<\/p>\n<p><p>The goal is to develop a general-purpose tool for analysing sets of textual documents. A semantic analysis is an analysis of the meaning of words and phrases in a document or text. This tool is capable of extracting information such as the topic of a text, its structure, and the relationships between words and phrases. Following this, the information can be used to improve the interpretation of the text and make better decisions. Semantic analysis can be used in a variety of applications, including machine learning and customer service. Text classification and text clustering, as basic text mining tasks, are frequently applied in semantics-concerned text mining researches.<\/p>\n<\/p>\n<p><p>Text search engines serve as information filters to sift out an initial set of relevant documents, while text summarizers play the role of information spotters to help users spot a final set of desired documents (Gong &amp; Liu, 2001). With semantic analysis, AI systems can generate accurate and meaningful summaries of lengthy text, saving users time and effort. It&#8217;s like having a personal assistant who can distill complex information into simple, digestible nuggets. Semantic analysis helps improve search engines and information retrieval systems by considering the meaning and context of search queries. It&#8217;s like having a knowledgeable librarian who knows exactly where to find the information you need.<\/p>\n<\/p>\n<p><p>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. You understand that a customer is frustrated because a customer service agent is taking too long to respond. By clicking \u201cPost Your Answer\u201d, you agree to our terms of service and acknowledge that you have read and understand our privacy policy and code of conduct. What your looking for is a Natural Language Processing (NLP) tool, there are a few tools around that could be some help such as SharpNLP but I&#8217;m not aware if there is a specific tool for detecting and replacing synonyms. This information can be used by businesses to personalize customer experiences, improve customer service, and develop effective marketing strategies.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"308px\" alt=\"semantic analysis of text\"\/><\/p>\n<p><p>Tailoring NLP models to understand the intricacies of specialized terminology and context is a growing trend. As semantic analysis evolves, it holds the potential to transform the way we interact with machines and leverage the power of language understanding across diverse applications. Semantic analysis continues to find new uses and innovations across diverse domains, empowering machines to interact with human language increasingly sophisticatedly. As we move forward, we must address the challenges and limitations of semantic analysis in NLP, which we\u2019ll explore in the next section. Natural language processing brings together linguistics and algorithmic models to analyze written and spoken human language. Based on the content, speaker sentiment and possible intentions, NLP generates an appropriate response.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>What is semantic analysis in English?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Semantic analysis, expressed, is the process of extracting meaning from text. Grammatical analysis and the recognition of links between specific words in a given context enable computers to comprehend and interpret phrases, paragraphs, or even entire manuscripts.<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>This type of literature review is not as disseminated in the computer science field as it is in the medicine and health care fields1, although computer science researches can also take advantage of this type of review. We can find important reports on the use of systematic reviews specially in the software engineering community [3, 4, 6, 7]. Other sparse initiatives can also be found in other computer science areas, as cloud-based environments [8], image pattern recognition [9], biometric authentication [10], recommender systems [11], and opinion mining [12].<\/p>\n<\/p>\n<ul>\n<li>Machines can be trained to recognize and interpret any text sample through the use of semantic analysis.<\/li>\n<li>The platform allows Uber to streamline and optimize the map data triggering the ticket.<\/li>\n<li>If any changes in the stated objectives or selected text collection must be made, the text mining process should be restarted at the problem identification step.<\/li>\n<li>In practice, we also have mostly linked collections, rather than just one collection used for specific tasks.<\/li>\n<li>This book helps them to discover the particularities of the applications of this technology for solving problems from different domains.<\/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<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"303px\" alt=\"semantic analysis of text\"\/><\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>What is semantic in linguistics?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Semantics is a sub-discipline of Linguistics which focuses on the study of meaning. Semantics tries to understand what meaning is as an element of language and how it is constructed by language as well as interpreted, obscured and negotiated by speakers and listeners of language.<\/p>\n<\/div><\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>Semantic Analysis Guide to Master Natural Language Processing Part 9 Analyzing a client\u2019s words is a golden opportunity to implement&#8230;<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_monsterinsights_skip_tracking":false,"_monsterinsights_sitenote_active":false,"_monsterinsights_sitenote_note":"","_monsterinsights_sitenote_category":0,"footnotes":""},"categories":[279],"tags":[],"class_list":["post-15070","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\/15070","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=15070"}],"version-history":[{"count":1,"href":"https:\/\/abrar.edu.so\/sohc-conference2022\/wp-json\/wp\/v2\/posts\/15070\/revisions"}],"predecessor-version":[{"id":15071,"href":"https:\/\/abrar.edu.so\/sohc-conference2022\/wp-json\/wp\/v2\/posts\/15070\/revisions\/15071"}],"wp:attachment":[{"href":"https:\/\/abrar.edu.so\/sohc-conference2022\/wp-json\/wp\/v2\/media?parent=15070"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/abrar.edu.so\/sohc-conference2022\/wp-json\/wp\/v2\/categories?post=15070"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/abrar.edu.so\/sohc-conference2022\/wp-json\/wp\/v2\/tags?post=15070"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}