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    The theory of definite descriptions is required to make t... — Carmelics
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    Supports→The theory of definite descriptions is essential for justifying the introduction of function symbols into a language with only n-place predicates

    The theory of definite descriptions is required to make this argument work

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    In contemporary logic, the notion of a 'functional relation' can be used to just...The theory of definite descriptions is essential for justifying the introduction...

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    The theory of definite descriptions is essential for justifying the in...83%Names have the same meanings as definite descriptions82%The denotation of a definite description is constrained by the meaning...78%The relation between a definite description and its denotation is logi...78%

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    SEP: principia-mathematica
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    Russell presented his theory of definite descriptions in “On Denoting” (1905) and it has probably been the most widely discussed application of the logic of PM. The role of the theory of definite desciptions in PM, however, is exhausted by its use in ∗30 to define what are called “Descriptive functions”. In contemporary logic it is routine to show how the notion of a “functional relation” can be used to justify the introduction of function symbols into a language with only n-place predicates. Th

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