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	<title>Jan Soochna &#187; Artificial Intelligence</title>
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		<title>2203 04408 iSEA: An Interactive Pipeline for Semantic Error Analysis of NLP Models</title>
		<link>https://jansoochna.in/2203-04408-isea-an-interactive-pipeline-for/</link>
		<comments>https://jansoochna.in/2203-04408-isea-an-interactive-pipeline-for/#comments</comments>
		<pubDate>Tue, 14 Mar 2023 17:23:39 +0000</pubDate>
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				<category><![CDATA[Artificial Intelligence]]></category>

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		<description><![CDATA[In this liveProject, you’ll learn how to preprocess text data using NLP tools, including regular expressions, tokenization, and stop-word removal. Ontology editing tools are freely available; the most widely used is Protégé, which claims to have over 300,000 registered users. Logic does not have a way of expressing the difference between statements and questions so(...)]]></description>
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" width="305px" alt="semantic interpretation in nlp"/></p>
<p>
<p>In this liveProject, you’ll learn how to preprocess text data using NLP tools, including regular expressions, tokenization, and stop-word removal. Ontology editing tools are freely available; the most widely used is Protégé, which claims to have  over 300,000 registered users. Logic does not have a way of expressing the difference between statements and questions so logical frameworks for natural language sometimes add extra logical operators to describe the pragmatic force indicated by the syntax – such as ask, tell, or request.</p>
</p>
<p>
<div style='border: grey dotted 1px;padding: 11px;'>
<h3>Machine learning algorithms distinguish discrete digital emotional &#8230; &#8211; Nature.com</h3>
<p>Machine learning algorithms distinguish discrete digital emotional &#8230;.</p>
<p>Posted: Tue, 21 Mar 2023 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiMmh0dHBzOi8vd3d3Lm5hdHVyZS5jb20vYXJ0aWNsZXMvczQxNTk4LTAyMy0zMTc0MS0y0gEA?oc=5' rel="nofollow">source</a>]
</div>
<p>
<p>One of the steps performed while processing a natural language is semantic analysis. While analyzing an input sentence, if the syntactic structure of a sentence is built, then the semantic &#8230; One of the most common techniques used in semantic processing is semantic analysis.</p>
</p>
<p>
<h2>Crawling &#038; Log Files: Use cases &#038; experience based tips</h2>
</p>
<p>
<p>Discourse integration is the fourth phase in NLP, and simply means contextualisation. Discourse integration is the analysis and identification of the larger context for any smaller part of natural language structure (e.g. a phrase, word or sentence). With the rise of people using machine learning in SEO, it’s time to go back to the basics and dig into the theoretical aspects of NLP, and more specifically – the five phases of NLP and how you can utilise them in your SEO projects. As part of this article, there will also be some example models that you can use in each of these, alongside sample projects or scripts to test. Named entity recognition is valuable in search because it can be used in conjunction with facet values to provide better search results.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="semantic interpretation in nlp"/></p>
<p>
<p>Domain independent semantics generally strive to be compositional, which in practice means that there is a consistent mapping between words and syntactic constituents and well-formed expressions in the semantic language. Most logical frameworks that support compositionality derive their mappings from Richard Montague[19] who first described the idea of using the lambda calculus as a mechanism for representing quantifiers and words that have complements. Subsequent work by others[20], [21] also clarified and promoted this approach among linguists. To represent this distinction properly, the researchers chose to “reify” the “has-parts” relation (which means defining it as a metaclass) and then create different instances of the “has-parts” relation for tendons (unshared) versus blood vessels (shared). Figure 5.1 shows a fragment of an ontology for defining a tendon, which is a type of tissue that connects a muscle to a bone.</p>
</p>
<p>
<h2>Syntactic Analysis</h2>
</p>
<p>
<p>The intended result is to replace the variables in the predicates with the same (unique) lambda variable and to connect them using a conjunction symbol (and). The lambda variable will be used to substitute a variable from some other part of the sentence when combined with the conjunction. Below is a parse tree for the sentence “The thief robbed the apartment.” Included is a description of the three different information types conveyed by the sentence.</p>
</p>
<p>
<div style='border: black solid 1px;padding: 10px;'>
<h3>AI and human knowledge seal a strategic alliance against &#8230; &#8211; Science X</h3>
<p>AI and human knowledge seal a strategic alliance against &#8230;.</p>
<p>Posted: Tue, 31 Jan 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMibmh0dHBzOi8vc2NpZW5jZXguY29tL3dpcmUtbmV3cy80MzY2MTkxNjEvYWktYW5kLWh1bWFuLWtub3dsZWRnZS1zZWFsLWEtc3RyYXRlZ2ljLWFsbGlhbmNlLWFnYWluc3QtZGlzaW5mby5odG1s0gFtaHR0cHM6Ly9zY2llbmNleC5jb20vd2lyZS1uZXdzLzQzNjYxOTE2MS9haS1hbmQtaHVtYW4ta25vd2xlZGdlLXNlYWwtYS1zdHJhdGVnaWMtYWxsaWFuY2UtYWdhaW5zdC1kaXNpbmZvLmFtcA?oc=5' rel="nofollow">source</a>]
</div>
<p>
<p>Semantic analysis is the process of understanding the meaning and interpretation of words, signs and sentence structure. I say this partly because semantic analysis is one of the toughest parts of natural language processing and it’s not fully solved yet. Natural language processing tools rely heavily on advances in technology such as statistical methods and machine learning models. By leveraging data from past conversations between people or text from documents like books and articles, algorithms are able to identify patterns within language for use in further applications.</p>
</p>
<p>
<h2>Why is natural language processing important?</h2>
</p>
<p>
<p>The background for mapping these linguistic structures to what needs to be represented comes from linguistics and the philosophy of language. Semantic processing can be a precursor to later processes, such as question answering or knowledge acquisition (i.e., mapping unstructured content into structured content), which may involve additional processing to recover additional indirect (implied) aspects of meaning. In semantic analysis with machine learning, computers use word sense disambiguation to determine which meaning is correct in the given context. In machine translation done by deep learning algorithms, language is translated by starting with a sentence and generating vector representations that represent it.</p>
</p>
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<p>
<p>But on the face of it, at least, it would seem to be a great thing if we could converse with computers as we do with one another. Unlike statistical models in NLP, various deep learning models have been used to improve, accelerate, and automate text analytics functions and NLP features. But as we’ve just shown, the contextual relevance of each noun phrase itself isn’t immediately clear just by extracting them. N-grams form the basis of many text analytics functions, including other context analysis methods such as Theme Extraction. We’ll discuss themes later, but first it’s important to understand what an n-gram is and what it represents.</p>
</p>
<p>
<h2>State of Art for Semantic Analysis of Natural Language Processing</h2>
</p>
<p>
<p>Semantic Similarity, or Semantic Textual Similarity, is a task in the area of Natural Language Processing (NLP) that scores the relationship between texts or documents using a defined metric. Semantic Similarity has various applications, such as information retrieval, text summarization, sentiment analysis, etc. That chatbot is trained using thousands of conversation logs, i.e. big data. A language processing layer in the computer system accesses a knowledge base (source content) and data storage (interaction history and NLP analytics) to come up with an answer.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>What is semantic and syntactic analysis in NLP?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<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>
</div></div>
</div>
<p>
<p>Thus, semantic processing is an essential component of many applications used to interact with humans. Three tools used commonly for natural language processing include Natural Language Toolkit (NLTK), Gensim and Intel natural language processing Architect. Intel NLP Architect is another Python library for deep learning topologies and techniques. Graphs can also be more expressive, while preserving the sound inference of logic. One can distinguish the name of a concept or instance from the words that were used in an utterance.</p>
</p>
<p>
<h2>Semantic Interpretation of Prepositions for NLP Applications</h2>
</p>
<p>
<p>Earlier approaches to natural language processing involved a more rules-based approach, where simpler machine learning algorithms were told what words and phrases to look for in text and given specific responses when those phrases appeared. But deep learning is a more flexible, intuitive approach in which algorithms learn to identify speakers&#8217; intent from many examples &#8212; almost like how a child would learn human language. A subfield of natural language processing (NLP) and machine learning, semantic analysis aids in comprehending the context of any text and understanding the emotions that may be depicted in the sentence.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="305px" alt="semantic interpretation in nlp"/></p>
<p>
<p>There is a more specialized use of &#8220;semantic interpretation&#8221; involved in the use of various techniques to link syntactic and semantic analysis. In this specialized sense, the method of semantic interpretation allows logical forms to be computed while parsing. A popular version of this pursues a rule-by-rule style, with each syntactic rule corresponding to a semantic rule, so that each well-formed syntactic constituent will have  a corresponding well-formed semantic (logical form) meaning constituent. But other approaches are possible, including those that attempt to produce a semantic interpretation directly from the sentence without using syntactic analysis and those that attempt to parse based on semantic structure. Just as in the case of syntactic analysis, statistics might be used to disambiguate words into the most likely sense.</p>
</p>
<p>
<h2>Approximation for the minimum cost doubly resolving set problem</h2>
</p>
<p>
<p>Customers benefit from such a support system as they receive timely and accurate responses on the issues raised by them. Moreover, the system can prioritize or flag urgent requests and route them to the respective customer service teams for immediate action with semantic analysis. As discussed earlier, semantic analysis is a vital component of any automated ticketing support. 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.).</p>
</p>
<p>
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<h2>What is semantics vs pragmatics in NLP?</h2>
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<p>Semantics is the literal meaning of words and phrases, while pragmatics identifies the meaning of words and phrases based on how language is used to communicate.</p>
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<p>Following this, the relationship between words in a sentence is examined to provide clear understanding of the context. Gözde Gül Şahin is a postdoctoral researcher in the Ubiquituous Knowledge Processing Lab, Department of Computer Science, Technical University of Darmstadt, Darmstadt, Germany. This chapter will consider how to capture the meanings that words and structures express, which is called semantics. A reason to do semantic processing is that people can use a variety of expressions to describe the same situation. Having a semantic representation allows us to generalize away from the specific words and draw insights over the concepts to which they correspond. This makes it easier to store information in databases, which have a fixed structure.</p>
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<h2>Human Resources</h2>
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<p>Approaches such as VSMs or LSI/LSA are sometimes as distributional semantics and they cross a variety of fields and disciplines from computer science, to artificial intelligence, certainly to NLP, but also to cognitive science and even psychology. The methods, which are rooted in linguistic theory, use mathematical techniques <a href="https://metadialog.com/">metadialog.com</a> to identify and compute similarities between linguistic terms based upon their distributional properties, with again TF-IDF as an example metric that can be leveraged for this purpose. One can train machines to make near-accurate predictions by providing text samples as input to semantically-enhanced ML algorithms.</p>
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width="302px" alt="semantic interpretation in nlp"/></p>
<p>
<p>This concept is known as taxonomy, and it can help NLP systems to understand the meaning of a sentence more accurately. Whether it is Siri, Alexa, or Google, they can all understand human language (mostly). Today we will be exploring how some of the latest developments in NLP (Natural Language Processing) can make it easier for us to process and analyze text. <a href="https://www.metadialog.com/blog/semantic-analysis-in-nlp/">Therefore, the</a> goal of semantic analysis is to draw exact meaning or dictionary meaning from the text.</p>
</p>
<p>
<ul>
<li>For Example, you could analyze the keywords in a bunch of tweets that have been categorized as “negative” and detect which words or topics are mentioned most often.</li>
<li>Each element is designated a grammatical role, and the whole structure is processed to cut down on any confusion caused by ambiguous words having multiple meanings.</li>
<li>But this will be rare, and so the vocabulary list is going to have to be quite large to do anything useful.</li>
<li>Another area where semantic analysis is making a significant impact is in information retrieval and search engines.</li>
<li>Logic does not have a way of expressing the difference between statements and questions so logical frameworks for natural language sometimes add extra logical operators to describe the pragmatic force indicated by the syntax – such as ask, tell, or request.</li>
<li>In semantic analysis, relationships include various entities, such as an individual’s name, place, company, designation, etc.</li>
</ul>
<p>
<p>It involves words, sub-words, affixes (sub-units), compound words, and phrases also. The semantic analysis creates a representation of the meaning of a sentence. But before deep dive into the concept and approaches related to meaning representation, firstly we have to understand the building blocks of the semantic system. Therefore, in semantic analysis with machine learning, computers use Word Sense Disambiguation to determine which meaning is correct in the given context. Google incorporated ‘semantic analysis’ into its framework by developing its tool to understand and improve user searches.</p>
</p>
<p>
<ul>
<li>Named entity recognition (NER) concentrates on determining which items in a text (i.e. the “named entities”) can be located and classified into predefined categories.</li>
<li>Figure 5.15 includes examples of DL expressions for some complex concept definitions.</li>
<li>NLP has existed for more than 50 years and has roots in the field of linguistics.</li>
<li>First, the mono-grams (single words) aren’t specific enough to offer any value.</li>
<li>The process involved examination of all words and phrases in a sentence, and the structures between them.</li>
<li>As AI continues to advance and improve, we can expect even more sophisticated and powerful applications of semantic analysis in the future, further enhancing our ability to understand and communicate with one another.</li>
</ul>
<p>
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<h2>What are the uses of semantic interpretation?</h2>
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<p>What Is Semantic Analysis? Simply put, semantic analysis is the process of drawing meaning from text. It allows computers to understand and interpret sentences, paragraphs, or whole documents, by analyzing their grammatical structure, and identifying relationships between individual words in a particular context.</p>
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