Difference between revisions of "Minimum Vocabulary"
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==Full Title or Meme== | ==Full Title or Meme== | ||
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| + | Bertrand Russell described a [[Minimum Vocabulary]] as one where no word can be described in terms of another word. | ||
==Context== | ==Context== | ||
| − | + | His Principia Methematica defined all of mathematics with no new words at all, only the terms of logic. | |
| − | ===Other Terms=== | + | |
| + | ===Other Terms=====Context== | ||
Vocabularies are the basic building blocks > for inference techniques on the Semantic Web. ... A formal ontology is a controlled vocabulary expressed in an ontology representation language. This language has a grammar for using vocabulary terms to express something meaningful within a specified domain of interest. | Vocabularies are the basic building blocks > for inference techniques on the Semantic Web. ... A formal ontology is a controlled vocabulary expressed in an ontology representation language. This language has a grammar for using vocabulary terms to express something meaningful within a specified domain of interest. | ||
Revision as of 21:53, 24 May 2021
Full Title or Meme
Bertrand Russell described a Minimum Vocabulary as one where no word can be described in terms of another word.
Context
His Principia Methematica defined all of mathematics with no new words at all, only the terms of logic.
=Other Terms=====Context
Vocabularies are the basic building blocks > for inference techniques on the Semantic Web. ... A formal ontology is a controlled vocabulary expressed in an ontology representation language. This language has a grammar for using vocabulary terms to express something meaningful within a specified domain of interest.
