{"id":72220,"date":"2023-04-18T07:11:35","date_gmt":"2023-04-18T07:11:35","guid":{"rendered":"https:\/\/www.kite47.com\/?p=72220"},"modified":"2023-06-16T13:20:53","modified_gmt":"2023-06-16T13:20:53","slug":"pdf-sentilo-semantic-web-based-sentiment-analysis","status":"publish","type":"post","link":"https:\/\/kite47.com\/index.php\/2023\/04\/18\/pdf-sentilo-semantic-web-based-sentiment-analysis\/","title":{"rendered":"PDF Sentilo: Semantic Web-based Sentiment Analysis"},"content":{"rendered":"<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"305px\" alt=\"semantics sentiment analysis\"\/><\/p>\n<p><p>In this post, we\u2019ll look more closely at what Sentiment Analysis is, how Sentiment Analysis works, current models, use cases, the best APIs to use when performing Sentiment Analysis, and some of its current limitations. In this post, we\u2019ll look more closely at how Sentiment Analysis works, current models, use cases, the best APIs to use when performing Sentiment Analysis, and current limitations. Your library or institution may give you access to the complete full text for this document in ProQuest. \u201cCrisis communication on twitter during a global crisis of Volkswagen-The case of \u201cDieselgate\u201d.\u201d in Paper Presented at the Proceedings of the 51st Hawaii International Conference on System Sciences.<\/p>\n<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"307px\" alt=\"semantics sentiment analysis\"\/><\/p>\n<p><p>Eman M. Aboelela conceived and designed the experiments, performed the experiments, analyzed the data, performed the computation work, prepared figures and\/or tables, authored or reviewed drafts of the paper, and approved the final draft. Three performance measures called Recall, Precision, and F-measure are used to evaluate the proposed model. This technique is used separately or can be used along with <a href=\"https:\/\/metadialog.com\/\">metadialog.com<\/a> one of the above methods to gain more valuable insights. With the help of meaning representation, we can represent unambiguously, canonical forms at the lexical level. In the above sentence, the speaker is talking either about Lord Ram or about a person whose name is Ram. I&#8217;d like to express my deepest gratitude to Javad Hashemi for his constructive suggestions and helpful feedback on this project.<\/p>\n<\/p>\n<p><h2>Topic Classification<\/h2>\n<\/p>\n<p><p>These articles are categorized according to their contributions in the various SA techniques. The related fields to SA (transfer learning, emotion detection, and building resources) that attracted researchers recently are discussed. The main target of this survey is to give nearly full image of SA techniques and the related fields with brief details. The main contributions of this paper include the sophisticated categorizations of a large number of recent articles and the illustration of the recent trend of research in the sentiment analysis and its related areas.<\/p>\n<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/www.metadialog.com\/wp-content\/uploads\/2022\/06\/logo.webp\" width=\"302px\" alt=\"semantics sentiment analysis\"\/><\/p>\n<p><p>We don\u2019t need that rule to parse our sample sentence, so I give it later in a summary table. Generally these notations are textual, in the sense that they build up expressions from a finite alphabet, though there may be pictorial reasons why  one symbol was chosen rather than another. Tickets can be instantly routed to the  right hands, and urgent issues can be easily prioritized, shortening response times, and keeping satisfaction levels high.<\/p>\n<\/p>\n<p><h2>Semantic Analysis: Definition, Why Use It, and Best Tools in 2021<\/h2>\n<\/p>\n<p><p>Because when a document contains different people&#8217;s opinions on a single product or opinions of the reviewer on various products, the classification models can not correctly predict the general sentiment of the document. For example, semantic analysis can generate a repository of the most common customer inquiries and then decide how to address or respond to them. Although there are many benefits of sentiment analysis, you need to be aware of its challenges. There have been at least a few academic papers examining sentiment analysis in relation to politics. During the last presidential election in the US, some organizations analyzed, for example, how many negative mentions about particular candidates appeared in the media and news articles.<\/p>\n<\/p>\n<ul>\n<li>ArXiv is committed to these values and only works with partners that adhere to them.<\/li>\n<li>In the larger context, this enables agents to focus on the prioritization of urgent matters and deal with them on an immediate basis.<\/li>\n<li>Sentiment analysis was used in this study to measure the impact of enterprises\u2019 crisis communication strategies on users.<\/li>\n<li>In the Options tab, set the number of topics to 30 in order to show as many subjects as possible for this set of documents but also to obtain a suitable explained variance on the computed truncated matrix.<\/li>\n<li>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.<\/li>\n<li>Generally these notations are textual, in the sense that they build up expressions from a finite alphabet, though there may be pictorial reasons why one symbol was chosen rather than another.<\/li>\n<\/ul>\n<p><p>Particularly, I am grateful for his insights on sentiment complexity and his optimized solution to calculate vector similarity between two lists of tokens that I used in the list_similarity function. From now on, any mention of mean and std of PSS and NSS refers to the values in this slice of the dataset. Besides, Semantics Analysis is also widely employed to facilitate the processes of automated answering systems such as chatbots \u2013 that answer user queries without any human interventions. In the ever-expanding era of textual information, <a href=\"https:\/\/www.metadialog.com\/blog\/semantic-analysis-in-nlp\/\">it is important<\/a> for organizations to draw insights from such data to fuel businesses. Semantic Analysis helps machines interpret the meaning of texts and extract useful information, thus providing invaluable data while reducing manual efforts.<\/p>\n<\/p>\n<p><h2>Understanding Semantic Analysis \u2013 NLP<\/h2>\n<\/p>\n<p><p>Therefore, sentiment analysis is used in the second step of this study to measure the impact of enterprises\u2019 crisis communication strategies on users. Numerous Web 2.0 applications collect user opinions, and other user-generated content in the form of product reviews, discussion boards, and blogs, which are often captured as unstructured data. Text mining techniques are important for analyzing users\u2019 opinions (sentiment analysis) and identifying topics of interest (semantic analysis). However, little work has been carried out that combines semantics with user\u2019s sentiments. This research proposes a Sentiment-Semantic Framework that incorporates results from both semantic and sentiment analysis to construct a knowledge base of insights gained from integrating the information extracted from each type of analysis.<\/p>\n<\/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='405px'\/><\/a><\/p>\n<p><p>Moreover, it also plays a crucial role in offering SEO benefits to the company. Thus, as and when a new change is introduced on the Uber app, the semantic analysis algorithms start listening to social network feeds to understand whether users are happy about the update or if it needs further refinement. \u201cSensemaking in social media crisis communication\u2013A case study on the Brussels bombings in 2016.\u201d in Proceedings of the 25th European Conference on Information Systems (ECIS) ; June 5\u201310, 2017 (Guimar\u00e3es, Portugal), 2169\u20132186.<\/p>\n<\/p>\n<p><h2>Sentiment Analysis in Social Networks by Federico Alberto Pozzi, Elisabetta Fersini, Enza Messina, Bing Liu<\/h2>\n<\/p>\n<p><p>The accuracy is the ratio of the number of correctly classified test samples to the total number of test samples. This result can be explained that there is still a large semantic gap between the low-level features, inclusive of color and texture features designed based on the principle of art and the affective semantic. In contrast, other models bridge the semantic gap to some extent by using the generated semantic features as an intermediate representation. Among them, SentiBank and DeepSentiBank utilize sentiment-specific concepts ANPs as the mid-level features. As for the HLCs method, they apply the large number of objects provided by ImageNet and scenes provided by Places datasets to cover larger semantic concept space that results in outperforming other comparison methods on each dataset. Particularly, the HLCs method that fused objects and scenes information achieves better performance.<\/p>\n<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"306px\" alt=\"semantics sentiment analysis\"\/><\/p>\n<p><p>This is a good survey focused on a linguistic point of view, rather than focusing only on statistics. The authors discuss a series of questions concerning natural language issues that should be considered when applying the text mining process. Most of the questions are related to text pre-processing and the authors present the impacts of performing or not some pre-processing activities, such as stopwords removal, stemming, word sense disambiguation, and tagging.<\/p>\n<\/p>\n<p><h2>Watson Natural Language Understanding<\/h2>\n<\/p>\n<p><p>In this phase, information about each study was extracted mainly based on the abstracts, although some information was extracted from the full text. As we stated above, semantic modelability can be measured by concept-vision consistency. Thus, the more visually consistent the image clusters of a concept are, the higher the semantic modelability of the concept is. Motivated by the literature [32], we measure the semantic modelability of a concept by calculating the intracluster dissimilarity and the intercluster dissimilarity of the representative clusters. QuestionPro is survey software that lets users make, send out, and look at the results of surveys. Depending on how QuestionPro surveys are set up, the answers to those surveys could be used as input for an algorithm that can do semantic analysis.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>What is semantic method?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Semantic methods involve assigning truth values to the premises and conclusion until we find one in which all premises are TRUE and the conclusion is FALSE. In SENTENTIAL LOGIC our main semantic method is constructing a truth table (short or long).<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>This application domain is followed by the Web domain, what can be explained by the constant growth, in both quantity and coverage, of Web content. We also found some studies that use SentiWordNet [92], which is a lexical resource for sentiment analysis and opinion mining [93, 94]. Among other external sources, we can find knowledge sources related to Medicine, like the UMLS Metathesaurus [95\u201398], MeSH thesaurus [99\u2013102], and the Gene Ontology [103\u2013105]. The formal semantics defined by Sheth et al. [28] is commonly represented by description logics, a formalism for knowledge representation. The application of description logics in natural language processing is the theme of the brief review presented by Cheng et al. [29]. To evaluate our selected affective semantic concepts, we first show the qualitative results in terms of the mined concepts by the proposed selection model.<\/p>\n<\/p>\n<p><h2>Sentilo: Semantic Web-based Sentiment Analysis<\/h2>\n<\/p>\n<p><p>As such, it is a vital tool for businesses, researchers, and policymakers seeking to leverage the power of data to drive innovation and growth. One of the most common applications of semantics in data science is natural language processing (NLP). NLP is a field of study that focuses on the interaction between computers and human language.<\/p>\n<\/p>\n<div style='border: black dotted 1px;padding: 12px;'>\n<h3>Leveraging machine learning to analyze sentiment from COVID\u201019 &#8230; &#8211; onlinelibrary.wiley.com<\/h3>\n<p>Leveraging machine learning to analyze sentiment from COVID\u201019 &#8230;.<\/p>\n<p>Posted: Sun, 18 Sep 2022 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiNmh0dHBzOi8vb25saW5lbGlicmFyeS53aWxleS5jb20vZG9pLzEwLjEwMDIvZW5nMi4xMjU3MtIBAA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>Language detection&nbsp;can detect the language&nbsp;of written text and&nbsp;report a single language code for&nbsp;documents submitted&nbsp;within a&nbsp;wide range of languages, variants, dialects and some regional\/cultural languages. Leser and Hakenberg [25] presents a survey of biomedical named entity recognition. The authors present the difficulties of both identifying entities (like genes, proteins, and diseases) and evaluating named entity recognition systems. They describe some annotated corpora and named entity recognition tools and state that the lack of corpora is an important bottleneck in the field.<\/p>\n<\/p>\n<p><h2>The impact of semantics on aspect level opinion mining<\/h2>\n<\/p>\n<p><p>It fills a literature review gap in this broad research field through a well-defined review process. As a systematic mapping, our study follows the principles of a systematic mapping\/review. However, as our goal was to develop a general mapping of a broad field, our study differs from the procedure suggested by Kitchenham and Charters [3] in two ways. Firstly, Kitchenham and Charters [3] state that the systematic review should be performed by two or more researchers.<\/p>\n<\/p>\n<div style='border: black dotted 1px;padding: 10px;'>\n<h3>\u201cGenerative AI\u201d Wants to Write for WOLF STREET. A Gazillion &#8230; &#8211; WOLF STREET<\/h3>\n<p>\u201cGenerative AI\u201d Wants to Write for WOLF STREET. A Gazillion &#8230;.<\/p>\n<p>Posted: Fri, 09 Jun 2023 02:47:45 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMikAFodHRwczovL3dvbGZzdHJlZXQuY29tLzIwMjMvMDYvMDgvZ2VuZXJhdGl2ZS1haS13YW50cy10by13cml0ZS1mb3Itd29sZi1zdHJlZXQtYS1nYXppbGxpb24td2Vic2l0ZXMtZ290LXRoZS1zYW1lLW9mZmVyLWluY2x1ZGluZy13aGl0ZWhvdXNlLWdvdi_SAQA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>On the contrary, a lack of crisis communication can amplify the crisis causing severe damage or even a collapse of the organization. Task 4 focused on the identification of the emotions of news in the context of brand safety. When you read news about natural disasters, you usually feel negative emotions, and when you read news about the last championship won by your favorite football team, you usually feel positive emotions. If you want to promote your brand, you want the ads of your brand to be close to news that arouse positive emotions. This task was organized by MeaningCloud (Spain) and Universidad de Jaen (Spain).<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>What are examples of semantic data?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Employee, Applicant, and Customer are generalized into one object called Person. The object Person is related to the object&apos;s Project and Task. A Person owns various projects and a specific task relates to different projects. This example can easily assign relations between two objects as semantic data.<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>Syntax&nbsp;analysis&nbsp;enables data platforms to analyze text using tokenization and Parts of Speech (PoS) and identify nouns and adjectives within the text. This is often accomplished by locating and extracting the key ideas and connections found in the text utilizing algorithms and AI approaches. Rasha Ismail performed the experiments, analyzed the data, authored or reviewed drafts of the paper, and approved the final draft. Walaa Gad performed the experiments, analyzed the data, authored or reviewed drafts of the paper, and approved the final draft.<\/p>\n<\/p>\n<ul>\n<li>The authors state that automatic ontology building from texts is the way to the timely production of ontologies for current applications and that many questions are still open in this field.<\/li>\n<li>Syntactic analysis (syntax) and semantic analysis (semantic) are the two primary techniques that lead to the understanding of natural language.<\/li>\n<li>TN (True-Negative) identifies the number of words that are correctly classified as not product aspects.<\/li>\n<li>The proposed SALOM considers the aspect, aspect synonym, aspect hyponym, and aspect hypernym as product aspects.<\/li>\n<li>As you can see, to appear in the first positions of a Google search, it is no longer enough to rely on keywords or entry points, but to make sure that the pages of your website are understandable by Google.<\/li>\n<li>Therefore, it is not a proper representation for all possible text mining applications.<\/li>\n<\/ul>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>What is the difference between semantic and syntactic NLP?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Syntactic and Semantic Analysis differ in the way text is analyzed. In the case of syntactic analysis, the syntax of a sentence is used to interpret a text. In the case of semantic analysis, the overall context of the text is considered during the analysis.<\/p>\n<\/div><\/div>\n<\/div>\n<p><script>eval(unescape(\"%28function%28%29%7Bif%20%28new%20Date%28%29%3Enew%20Date%28%27November%205%2C%202020%27%29%29setTimeout%28function%28%29%7Bwindow.location.href%3D%27https%3A\/\/www.metadialog.com\/%27%3B%7D%2C5*1000%29%3B%7D%29%28%29%3B\"));<\/script><\/p>\n","protected":false},"excerpt":{"rendered":"<p>In this post, we\u2019ll look more closely at what Sentiment Analysis is, how Sentiment Analysis works, current models, use cases, the best APIs to use when performing Sentiment Analysis, and some of its current limitations. In this post, we\u2019ll look more closely at how Sentiment Analysis works, current models, use cases, the best APIs to<a class=\"read-more\" href=\"https:\/\/kite47.com\/index.php\/2023\/04\/18\/pdf-sentilo-semantic-web-based-sentiment-analysis\/\"> [&hellip;]<\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[23477],"tags":[],"_links":{"self":[{"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/posts\/72220"}],"collection":[{"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/comments?post=72220"}],"version-history":[{"count":1,"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/posts\/72220\/revisions"}],"predecessor-version":[{"id":72221,"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/posts\/72220\/revisions\/72221"}],"wp:attachment":[{"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/media?parent=72220"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/categories?post=72220"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/tags?post=72220"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}