Semantic theory: Difference between revisions
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(Created page with "'''semantic theory''' ''noun'' # a rule of translation by which a statement (such as the sentence "the sky is blue" is true) in a metalanguage is logically equivalent to a corresponding statement (as "the sky is blue") in an object language # a theory that defines truth as a logical conjunction of the infinite number of such equivalences Category:Definitions") Β |
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'''semantic theory''' ''noun'' | '''semantic [[theory]]''' ''noun'' | ||
# a rule of translation by which a statement (such as the sentence "the sky is blue" is true) in a metalanguage is logically equivalent to a corresponding statement (as "the sky is blue") in an object language | # a rule of translation by which a statement (such as the sentence "the sky is blue" is true) in a metalanguage is logically equivalent to a corresponding statement (as "the sky is blue") in an object language | ||
# a [[theory]] that defines truth as a logical conjunction of the infinite number of such equivalences | # a [[[[theory]]]] that defines truth as a logical conjunction of the infinite number of such equivalences | ||
[[Category:Definitions]] | [[Category:Definitions]] | ||
Revision as of 19:26, 9 February 2023
semantic theory noun
- a rule of translation by which a statement (such as the sentence "the sky is blue" is true) in a metalanguage is logically equivalent to a corresponding statement (as "the sky is blue") in an object language
- a [[theory]] that defines truth as a logical conjunction of the infinite number of such equivalences