. "A Novel Solution to Grelling's Heterological Paradox" . "semantic paradoxes; Grelling; heterogical paradox; constructions; ramified theory of types"@en . "RIV/00216224:14210/09:00029665" . "301477" . "1"^^ . . . . "14210" . "My approach is based on the examination of the key tacit and uninvestigated premise of the paradox, namely that 'H' means heterological. I claim that 'means' ('denotes', etc.) is essentially a language-related predicate; the concept %22heterological%22 is then defined analogously, i.e. as %22heterological in language L%22. The notion of language L is crucial here; I suggest to explicate language as a mapping from expression to meanings (explicated as Pavel Tich\u00FD's constructions). The Principle of Specification leads to three kinds of Vicious Circle Principle. These principles justify the resulting %22full-blooded%22 hierarchy of languages, i.e. such hierarchy is not ad hoc. As a result, no heterological paradox arises: 'heterological (in L)' is a %22partial%22 predicate that leads to no truth-value when it is applied to itself. There are two versions of %22total%22 heterologicality predicate; however, none of them produces a paradox - there is no revenge problem for the present solution."@en . "RIV/00216224:14210/09:00029665!RIV11-GA0-14210___" . . "Raclavsk\u00FD, Ji\u0159\u00ED" . . "1"^^ . . . . . "A Novel Solution to Grelling's Heterological Paradox" . "A Novel Solution to Grelling's Heterological Paradox"@en . "[BCD332EDF41A]" . . . "My approach is based on the examination of the key tacit and uninvestigated premise of the paradox, namely that 'H' means heterological. I claim that 'means' ('denotes', etc.) is essentially a language-related predicate; the concept %22heterological%22 is then defined analogously, i.e. as %22heterological in language L%22. The notion of language L is crucial here; I suggest to explicate language as a mapping from expression to meanings (explicated as Pavel Tich\u00FD's constructions). The Principle of Specification leads to three kinds of Vicious Circle Principle. These principles justify the resulting %22full-blooded%22 hierarchy of languages, i.e. such hierarchy is not ad hoc. As a result, no heterological paradox arises: 'heterological (in L)' is a %22partial%22 predicate that leads to no truth-value when it is applied to itself. There are two versions of %22total%22 heterologicality predicate; however, none of them produces a paradox - there is no revenge problem for the present solution." . . "P(GP401/07/P280)" . . . "A Novel Solution to Grelling's Heterological Paradox"@en . . .