What is another word for semantic networks?

Pronunciation: [səmˈantɪk nˈɛtwɜːks] (IPA)

Semantic networks are a set of interconnected nodes that are used to represent relationships between different concepts. They are widely used in artificial intelligence and natural language processing, where they help to link ideas and information in a meaningful way. Some synonyms for semantic networks include knowledge graphs, conceptual graphs, and ontologies. Knowledge graphs are similar to semantic networks in that they also represent knowledge in graph form. Conceptual graphs are a graphical representation of formal logic that indicates relationships between different concepts. Ontologies are similar to conceptual graphs in that they describe the relationships between different concepts, but they are often more complex and used in more specialized domains.

What are the hypernyms for Semantic networks?

A hypernym is a word with a broad meaning that encompasses more specific words called hyponyms.

Famous quotes with Semantic networks

  • Conceptual graphs are system of logic based on the existential graphs of Charles Sanders Peirce and the semantic networks of artificial intelligence. The purpose of the system is to express meaning in a form that is logically precise, humanly readable, and computationally tractable. With their direct mapping to language, conceptual graphs can serve as an intermediate language for translating computer-oriented formalisms to and from natural languages. With their graphic representation, they can serve as a readable, but design and specification language.
    John F. Sowa
  • Conceptual graphs (CGs) (Sowa 1976; 1984) and fuzzy logic (Zadeh 1965; 1975a) are two logical formalisms that emphasize the target of natural language, each of which is focused on one of the two mentioned desired features of a logic for handling natural language. Conceptual graphs, based on semantic networks and Peirce's existential graphs, combine the visual advantage of graphical languages and the expressive power of logic.
    John F. Sowa

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Related Questions:

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