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	<title>Fisiogym Blog &#187; Hightech News</title>
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		<title>Understanding Semantic Analysis NLP</title>
		<link>https://www.fisiogymsalerno.it/blog/understanding-semantic-analysis-nlp/</link>
		<comments>https://www.fisiogymsalerno.it/blog/understanding-semantic-analysis-nlp/#comments</comments>
		<pubDate>Wed, 06 Sep 2023 13:38:26 +0000</pubDate>
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		<description><![CDATA[Application of latent semantic analysis to protein remote homology detection Bioinformatics LSA has been applied successfully in diverse language systems for calculating the semantic similarity of texts. LSA ignores the structure of sentences, i.e., it suffers from a syntactic blindness problem. LSA fails to distinguish between sentences that contain semantically similar words but have opposite [&#8230;]]]></description>
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<h1>Application of latent semantic analysis to protein remote homology detection Bioinformatics</h1>
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" width="306px" alt="applications of semantic analysis"/></p>
<p>
<p>LSA has been applied successfully in diverse language systems for calculating the semantic similarity of texts. LSA ignores the structure of sentences, i.e., it suffers from a syntactic blindness problem. LSA fails to distinguish between sentences that contain semantically similar words but have opposite meanings.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px" alt="applications of semantic analysis"/></p>
<p>
<p>Businesses may assess how they perform regarding customer service and satisfaction by using phone call records or chat logs. They may guarantee personnel follow good customer service etiquette and enhance customer-client interactions using real-time data. Sentiment analysis is a useful marketing technique that allows product managers to understand the emotions of their customers in their marketing efforts. It is important for identifying products and brands, customer loyalty, customer satisfaction, the <a href="https://www.metadialog.com/blog/semantic-analysis-in-nlp/">effectiveness of</a> marketing and advertising, and product uptake.</p>
</p>
<p>
<h2>The 8 key metrics product leaders can no longer ignore</h2>
</p>
<p>
<p>By formalizing meaning independently of data and using W3C’s standards, Semantic Technology enables machines to “understand”, share and reason with data in order to create more value for us, humans. Parsing implies pulling out a certain set of words from a text, based on predefined rules. For example, we want to find out the names of all locations mentioned in a newspaper. Semantic analysis would be an overkill for such an application and syntactic analysis does the job just fine. While semantic analysis is more modern and sophisticated, it is also expensive to implement. A strong grasp of semantic analysis helps firms improve their communication with customers without needing to talk much.</p>
</p>
<p><a href="https://www.metadialog.com/"><br />
<figure><img 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' alt='https://www.metadialog.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='407px'/></figure>
<p></a></p>
<p>
<p>Investigations of nonresponse to the first follow-up questionnaire found no appreciable bias as reflected by comparing measures of association for selected outcomes using complete case and inverse probability weighting [7]. Demographic and military-specific data were obtained from electronic personnel files maintained  by DMDC. Our latest technological advancements include data mining audio and video content for the same actionable insights that are extracted from plain text. This means that businesses across industries can use video content analysis of data collected from platforms like YouTube, Facebook, Vimeo, DailyMotion, TikTok, as well as their own video repositories, for sentiment analysis and brand insights.</p>
</p>
<p>
<h2>Hybrid Approaches For Semantic Analysis In NLP</h2>
</p>
<p>
<p>Cross-lingual semantic analysis will continue improving, enabling systems to translate and understand content in multiple languages seamlessly. In the end, companies can only expand when they thoroughly understand the customers for their goods or services. This is essential because the human experience encompasses various complex emotions and relationships. Artificial Intelligence allows us to classify these emotions further and set a benchmark for using Emotional Intelligence as a metric. The concept of Opinion Mining coupled with Deep Learning techniques has the potential to explore and find solutions to human issues across all domains.</p>
</p>
<p>
<p>Semiotics refers to what the word means and also the meaning it evokes or communicates. For example, ‘tea’ refers to a hot beverage, while it also evokes refreshment, alertness, and many other associations. Semantic analysis helps fine-tune the search engine optimization (SEO) strategy by allowing companies to analyze and decode users’ searches. The approach helps deliver optimized and suitable content to the users, thereby boosting traffic and improving result relevance.</p>
</p>
<p>
<p>Google Cloud Natural Language API is a cloud-based service that provides NLP capabilities for text analysis. 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.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.metadialog.com/wp-content/uploads/feed_images/how-to-use-ai-in-customer-service-3-use-cases-img-4.webp" width="305px" alt="applications of semantic analysis"/></p>
<p>
<p>The graphic shown below demonstrates how CSS represents a major improvement over existing methods used by the industry. Intent AnalysisIntent analysis steps up the game by analyzing the user’s intention behind a message and identifying whether it relates an opinion, news, marketing, complaint, suggestion, appreciation or query. The cell entries  are the times  of a word (rows) in a document (columns). A sentence has a main logical concept conveyed which we can name as the predicate.</p>
</p>
<p>
<h2>What is Sentiment Analysis in AI and ML?</h2>
</p>
<p>
<p>In the healthcare sector, semantic analysis is used for diagnosis and treatment planning, patient monitoring, and drug discovery. With diagnosis and treatment planning, doctors can use semantic analysis to analyze patient data, identify symptoms, and develop effective treatment plans. Marketing research involves identifying the most discussed topics and themes in social media, allowing businesses to develop effective marketing strategies. Competitor analysis involves identifying the strengths and weaknesses of competitors in the market. Semantic analysis has various applications in different fields, including business, healthcare, and social media.</p>
</p>
<p>
<div style='border: grey dashed 1px;padding: 10px;'>
<h3>A deep semantic matching approach for identifying relevant &#8230; &#8211; Nature.com</h3>
<p>A deep semantic matching approach for identifying relevant &#8230;.</p>
<p>Posted: Tue, 25 Jul 2023 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiMmh0dHBzOi8vd3d3Lm5hdHVyZS5jb20vYXJ0aWNsZXMvczQxNTk4LTAyMy0zODc2MS150gEA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>Read more about <a href="https://www.metadialog.com/">https://www.metadialog.com/</a> here.</p></p>
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