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Symbolic, Distributed, and Distributional Representations for Natural Language Processing in the Era of Deep Learning: A Survey – Wedding Travel & Location

Symbolic, Distributed, and Distributional Representations for Natural Language Processing in the Era of Deep Learning: A Survey

Posted By: amandaplate0

About Symbolic, Distributed, and Distributional Representations for Natural Language Processing in the Era of Deep Learning: A Survey

From a machine point of view, human text and human utterances from language and speech are open to multiple interpretations because words may have more than one meaning which is also called lexical ambiguity. Semantic Modelling has gone through several peaks and valleys in the last 50 years. With the recent advancements of real-time human curation interlinked with supervised self-learning this technique has finally grown up into a core technology for the majority of today’s NLP/NLU systems. So, the next time you utter a sentence to Siri or Alexa — somewhere deep down in backend systems there is a Semantic Model working on the answer. Linguistic AmbiguityEven though the linguistic signatures of both sentences are practically the same, the semantic meaning is completely different.

Text classification is the process of understanding the meaning of unstructured text and organizing it into predefined categories . One of the most popular text classification tasks is sentiment analysis, which aims to categorize unstructured data by sentiment. The semantics, or meaning, of an expression in natural language can be abstractly represented as a logical form. Once an expression has been fully parsed and its syntactic ambiguities resolved, its meaning should be uniquely represented in logical form. Conversely, a logical form may have several equivalent syntactic representations.

Elements of Semantic Analysis in NLP

These improvements expand the breadth and depth of data that can be analyzed. MonkeyLearn is a SaaS platform that lets you build customized natural language processing models to perform tasks like sentiment analysis and keyword extraction. Developers can connect NLP models via the API in Python, while those with no programming skills can upload datasets via the smart interface, or connect to everyday apps like Google Sheets, Excel, Zapier, Zendesk, and more.

What Is syntax and semantics in NLP?

Syntax is the grammatical structure of the text, whereas semantics is the meaning being conveyed.

Natural language processing plays a vital part in technology and the way humans interact with it. It is used in many real-world applications in both the business and consumer spheres, including chatbots, cybersecurity, search engines and big data analytics. Though not without its challenges, NLP is expected to continue to be an important part of both industry and everyday life. Text classification allows companies to automatically tag incoming customer support tickets according to their topic, language, sentiment, or urgency. Then, based on these tags, they can instantly route tickets to the most appropriate pool of agents.

Semantic Technologies Compared

Helps in understanding the context of any text and understanding the emotions that might be depicted in the sentence. Antonyms refer to pairs of lexical terms that have contrasting meanings or words that have close to opposite meanings. In relation to lexical ambiguities, homonymy is the case where different words are within the same form, either in sound or writing.

Evaluation of the portability of computable phenotypes with natural … – Nature.com

Evaluation of the portability of computable phenotypes with natural ….

Posted: Fri, 03 Feb 2023 08:00:00 GMT [source]

Hence, distributed vectors in ℝd can be approximately decoded back in the original symbolic representation with a degree of approximation that depends on the distance between d. Smart search‘ is another functionality that one can integrate with ecommerce search tools. The tool analyzes every user interaction with the ecommerce site to determine their intentions and thereby offers results inclined to those intentions. Help customers immensely as they facilitate shipping, answer queries, and also offer personalized guidance and input on how to proceed further. Moreover, some chatbots are equipped with emotional intelligence that recognizes the tone of the language and hidden sentiments, framing emotionally-relevant responses to them. Semantic analysis tech is highly beneficial for the customer service department of any company.

Natural Language Processing is a field of Artificial Intelligence that makes human language intelligible to machines. NLP combines the power of linguistics and computer science to study the rules and structure of language, and create intelligent systems capable of understanding, analyzing, and extracting meaning from text and speech. These algorithms typically extract relations by using machine learning models for identifying particular actions that connect entities and other related information in a sentence. Semantic analysis is a branch of general linguistics which is the process of understanding the meaning of the text.

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alt='https://metadialog.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='403

semantics nlp analysis of natural language expressions and generation of their logical forms is the subject of this chapter. Collocations are an essential part of natural language processing because they provide clues to the meaning of a sentence. By understanding the relationship between words, algorithms can more accurately interpret the true meaning of the text.

WSD approaches are categorized mainly into three types, Knowledge-based, Supervised, and Unsupervised methods. Involves interpreting the meaning of a word based on the context of its occurrence in a text. The reason for that is at the nature of the Semantic Grammar itself which is based on simple synonym matching. Properly defined Semantic Grammar enables fully deterministic search for the semantic entity. There’s literally no “guessing” — semantic entity is either unambiguously found or not.

Of course, we know that sometimes capitalization does change the meaning of a word or phrase. For example, to require a user to type a query in exactly the same format as the matching words in a record is unfair and unproductive. NLU, on the other hand, aims to “understand” what a block of natural language is communicating. These kinds of processing can include tasks like normalization, spelling correction, or stemming, each of which we’ll look at in more detail. Natural Language Toolkit is a suite of libraries for building Python programs that can deal with a wide variety of NLP tasks. It is the most popular Python library for NLP, has a very active community behind it, and is often used for educational purposes.

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