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\textit{De re} language, \textit{de re} eliminability, and the essential limits of both (Q1366763)

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scientific article; zbMATH DE number 1061902
Language Label Description Also known as
English
\textit{De re} language, \textit{de re} eliminability, and the essential limits of both
scientific article; zbMATH DE number 1061902

    Statements

    title
    \textit{De re} language, \textit{de re} eliminability, and the essential limits of both (English)
    0 references
    author
    Thomas Schwartz
    0 references
    publication date
    23 March 1998
    0 references
    review text
    This paper makes a contribution to the investigation of the conditions under which there exists a truth-preserving translation from de re-formulas to de dicto-formulas. The results of this paper show that, in a sense that is made precise, the conditions under which such translations exist are conditions under which no objects have essences, or only fairly trivial ones (such as self-identity). The findings of this paper are related to results that were obtained, in a slightly different setting, by \textit{K. Fine} in 1978 [ibid. 7, 277-306 (1978; Zbl 0409.03007)].
    0 references
    reviewed by
    Leon Horsten
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    zbMATH Keywords
    modal logic
    0 references
    essentialism
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    truth-preserving translation from de re-formulas to de dicto-formulas
    0 references

    Identifiers

    zbMATH DE Number
    1061902
    0 references
     
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