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	<title>Imobiliaria Interlagos &#124; Magosan Imóveis &#187; Chatbot News</title>
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		<title>A Guide to Text Analysis with Latent Semantic Analysis in R with Annot by David Gefen, James E  Endicott et al.</title>
		<link>http://magosan.com.br/site/a-guide-to-text-analysis-with-latent-semantic/</link>
		<comments>http://magosan.com.br/site/a-guide-to-text-analysis-with-latent-semantic/#comments</comments>
		<pubDate>Tue, 25 Apr 2023 17:47:02 +0000</pubDate>
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		<description><![CDATA[First, we need to take the text of the novels and convert the text to the tidy format using unnest_tokens(), just as we did in Section 1.3. Let’s also set up some other columns to keep track of which line and chapter of the book each word comes from; we use group_by and mutate to [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>First, we need to take the text of the novels and convert the text to the tidy format using unnest_tokens(), just as we did in Section 1.3. Let’s also set up some other columns to keep track of which line and chapter of the book each word comes from; we use group_by and mutate to construct those columns. The function get_sentiments() allows us to get specific sentiment lexicons with the appropriate measures for each one. Individual feature importances –as estimated by the Neural Net model– for the seven main figures. The scores are percentiles based on a sample of 100 figures appearing in the book series . Scores on six representative labels for the “Agreeableness” dimension for two main characters from Harry Potter .</p>
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<h3>An Introduction to Sentiment Analysis Using NLP and ML &#8211; Open Source For You</h3>
<p>An Introduction to Sentiment Analysis Using NLP and ML.</p>
<p>Posted: Wed, 27 Jul 2022 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiXmh0dHBzOi8vd3d3Lm9wZW5zb3VyY2Vmb3J1LmNvbS8yMDIyLzA3L2FuLWludHJvZHVjdGlvbi10by1zZW50aW1lbnQtYW5hbHlzaXMtdXNpbmctbmxwLWFuZC1tbC_SAQA?oc=5' rel="nofollow">source</a>]
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<p>The item&#8217;s feature/aspects described in the text play the same role with the meta-data in content-based filtering, but the former are more valuable for the recommender system. For different items with common features, a user may give different sentiments. Also, a feature of the same item may receive different sentiments from different users. Users&#8217; sentiments on the features can be regarded as a multi-dimensional rating score, reflecting their preference on the items.</p>
<h2>Understanding Semantic Analysis – NLP</h2>
<p>In the end, anyone who requires nuanced analytics, or who can’t deal with ruleset maintenance, should look for a tool that also leverages machine learning. You have encountered words like these many thousands of times over your lifetime across a range of contexts. And from these experiences, you’ve learned to understand the strength of each adjective, receiving input and feedback along the way from teachers and peers. Our approach is directly inspired by the theory on domain adaptation suggesting that, for effective domain transfer to be achieved, predictions must be made based on features that cannot discriminate between the training and test domains.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">I would start with gnu strings. Then pass through a text conversion tool <a href="https://t.co/apaA0c7EtU">https://t.co/apaA0c7EtU</a> for latent semantic analysis.</p>
<p>&mdash; SMT Solvers (@SMT_Solvers) <a href="https://twitter.com/SMT_Solvers/status/1553404558499614721?ref_src=twsrc%5Etfw">July 30, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>For Example, Tagging Twitter mentions by sentiment to get a sense of how customers feel about your product and can identify unhappy customers in real-time. While, as humans, it is pretty simple for us to understand the meaning of textual information, it is not so in the case of machines. Thus, machines tend to represent the text in specific formats in order to interpret its meaning. This formal structure that is used to understand the meaning of a text is called meaning representation. Powerful semantic-enhanced machine learning tools will deliver valuable insights that drive better decision-making and improve customer experience. Automatically classifying tickets using semantic analysis tools alleviates agents from repetitive tasks and allows them to focus on tasks that provide more value while improving the whole customer experience.</p>
<h2>Aspect-based Sentiment Analysis (ABSA)</h2>
<p>We see similar dips and peaks in sentiment at about the same places in the novel, but the absolute values are significantly different. The AFINN lexicon gives the largest absolute values, with high positive values. The lexicon from Bing et al. has lower absolute values and seems to label larger blocks of contiguous positive or negative text. The NRC results are shifted higher relative to the other two, labeling the text more positively, but detects similar relative changes in the text. Remember from above that the AFINN lexicon measures sentiment with a numeric score between -5 and 5, while the other two lexicons categorize words in a binary fashion, either positive or negative.</p>
<ul>
<li>These terms will have no impact on the global weights and learned correlations derived from the original collection of text.</li>
<li>Words with multiple meanings in different contexts are ambiguous words and word sense disambiguation is the process of finding the exact sense of them.</li>
<li>WordNet can be used to create or expand the current set of features for subsequent text classification or clustering.</li>
<li>In the above sentence, the speaker is talking either about Lord Ram or about a person whose name is Ram.</li>
<li>It allows you to understand how your customers feel about particular aspects of your products, services, or your company.</li>
<li>Although both these sentences 1 and 2 use the same set of root words , they convey entirely different meanings.</li>
</ul>
<p>This is especially interesting for researchers who have no substantial training in NLP methods but access to fasttext (Bojanowski et al., 2017) and large, representative training corpora (like about anybody these days; cf. Footnote 2). In this section I present some more differentiated computational “personality profiles” that are inspired by research in personality and clinical psychology, in particular so-called lexical approaches to personality assessment. These are based on common language descriptors and therefore on the association between words rather than on neuropsychological experiments.</p>
<h2>semantic-analysis</h2>
<p>Stavrianou et al. also present the relation between ontologies and text mining. Ontologies can be used as background knowledge in a text mining process, and the text mining techniques can be used to generate and update ontologies. The term semantics has been seen in a vast sort of text mining studies.</p>
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<h3>Web 3.0: The Decentralised and Democratized Future of the Internet &#8230; &#8211; IT Voice</h3>
<p>Web 3.0: The Decentralised and Democratized Future of the Internet &#8230;.</p>
<p>Posted: Tue, 28 Feb 2023 07:33:24 GMT [<a href='https://news.google.com/rss/articles/CBMiWGh0dHBzOi8vd3d3Lml0dm9pY2UuaW4vd2ViLTMtMC10aGUtZGVjZW50cmFsaXNlZC1hbmQtZGVtb2NyYXRpemVkLWZ1dHVyZS1vZi10aGUtaW50ZXJuZXTSAQA?oc=5' rel="nofollow">source</a>]
</div>
<p>Because of this, some of the connotations in what may have been implied in an audio stream is often lost. For example, someone could say the same phrase “Let’s go to the grocery store” with enthusiasm, neutrality, or begrudgingly, depending on the situation. As you can see in the examples above, most Sentiment Analysis APIs can only ascribe three attributes accurately&#8211;positive, negative, or neutral. As we know, human sentiments are much more nuanced than this black and white output. Product teams at virtual meeting platforms use Sentiment Analysis to determine participant sentiments by portion of meeting, meeting topic, meeting time, etc.</p>
<h2>Multi-layered sentiment analysis and why it is important</h2>
<p>It helps to understand how the word/phrases are used to get a logical and true meaning. Experts define natural language as the way we communicate with our fellows. Look around, and we will get thousands of examples of natural language ranging from newspaper to a best friend’s unwanted advice. We’ve seen that this tidy text mining approach works well with ggplot2, but having  our data in a tidy format is useful for other plots as well.</p>
<ul>
<li>We start our report presenting, in the “Surveys” section, a discussion about the eighteen secondary studies that were identified in the systematic mapping.</li>
<li>It is normally based on external knowledge sources and can also be based on machine learning methods [36, 130–133].</li>
<li>Rules-based sentiment analysis, for example, can be an effective way to build a foundation for PoS tagging and sentiment analysis.</li>
<li>All three of these lexicons are based on unigrams, i.e., single words.</li>
<li>The task is challenged by some textual data&#8217;s time-sensitive attribute.</li>
<li>An aspect-based algorithm can be used to determine whether a sentence is negative, positive or neutral when it talks about processor speed.</li>
</ul>
<p>Adequately combined with a scientific assessment of readers&#8217; personality profiles or emotional states (e.g., Calvo and Castillo, 2001) it can be used to predict not only emotional responses to narratives but also reading comprehension. The simple idea behind computing an emotional figure profile is that the strength of semantic associations between a character and the prototypical “emotion words” contained in the label list gives us an estimate of their emotion profile. Thus, the figure-based context vectors underlying the emotional figure profile specify the affective context profile of a figure relative to other figures in the story. They are merely suggestive and do not directly specify emotional or social “traits” of a figure, for example via recognizing adjectives or phrases directly referring to the figure (e.g., “X is a dangerous person”) as in aspect-based SA .</p>
<h2>Where can I learn more about sentiment analysis?</h2>
<p>The authors present an overview of relevant aspects in textual entailment, discussing four PASCAL Recognising Textual Entailment Challenges. They declared that the systems submitted to those challenges use cross-pair similarity measures, machine learning, and logical inference. The review reported in this paper is the result of a systematic mapping study, which is a particular type of systematic literature review . Systematic literature review is a formal literature review adopted to identify, evaluate, and synthesize evidences of empirical results in order to answer a research question. It is extensively applied in medicine, as part of the evidence-based medicine . 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.</p>
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" width="306px" alt="user"/></p>
<p>This example from the Thematic dashboard tracks <a href="https://metadialog.com/blog/semantic-analysis-in-nlp/">text semantic analysis</a> sentiment by theme over time. You can see that the biggest negative contributor over the quarter was “bad update”. This makes it really easy for stakeholders to understand at a glance what is influencing key business metrics.</p>
<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='407px'/></a></p>
<p>The syntactical analysis includes analyzing the grammatical relationship between words and check their arrangements in the sentence. Part of speech tags and Dependency Grammar plays an integral part in this step. One advantage of having the data frame with both sentiment and word is that we can analyze word counts that contribute to each sentiment. 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) in each chunk of the novel text for each sentiment lexicon.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="309px" alt="deep learning"/></p>
<p>A pair of words can be synonymous in one context but may be not synonymous in other contexts under elements of semantic analysis. Homonymy refers to two or more lexical terms with the same spellings but completely distinct in meaning under elements of semantic analysis. These algorithms typically extract relations by using machine learning models for identifying particular actions that connect entities and other related information in a sentence. The most important task of semantic analysis is to find the  proper meaning of the sentence using the elements of semantic analysis in NLP. The elements of semantic analysis are also of high relevance in efforts to improve web ontologies and knowledge representation systems.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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<p>Sentiment analysis also helped to identify specific issues like “face recognition not working”. Customers want to know that their query will be dealt with quickly, efficiently, and professionally. Sentiment analysis can help companies streamline and enhance their customer service experience.</p>
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<h2>What is a good example of semantic memory?</h2>
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<p>Semantic: Semantic memory refers to your general knowledge including knowledge of facts. For example, your knowledge of what a car is and how an engine works are examples of semantic memory.</p>
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