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  1. Há 6 dias · Kripke Saul Kripke helped to revive interest in metaphysics among analytic philosophers. Important also for the revival of metaphysics was the further development of modal logic, first introduced by pragmatist C. I. Lewis, especially the work of Saul Kripke and his Naming and Necessity (1980).

  2. 17 de mai. de 2024 · Saul Kripke is a renowned philosopher, logician, and mathematician whose contributions have had a profound impact on various fields of study. While his name may not be as well-known as other philosophers, Kripke’s work has revolutionized our understanding of language, logic, and metaphysics.

  3. Há 1 dia · The Fixed-Point Theory (due principally to Saul Kripke, Robert Martin, and Peter Woodruff) admits some circularity as legitimate but, like the Hierarchy Theory, rejects as illegitimate the circularity underpinning the Liar Paradox.

  4. Há 2 dias · El presente artículo tiene por objeto exponer cómo la lógica modal de Saúl Kripke, abordada principalmente en su libro Naming and Necessity, trata el concepto de propiedad esencial y las falencias o inconsistencias que esto acarrea.

    • G Martín Rosenberg
    • 2018
  5. Seeking neologisms along the lines of "Kripkenstein" (Saul Kripke's interpretation of Wittgenstein), "Dreydegger" (Hubert Dreyfus' interpretation of Heidegger), etc.. Are there more neologisms which combine two reputed names in this manner?

  6. 15 de mai. de 2024 · These include puzzles from Saul Kripke (1979) and Hilary Putnam (1975). We then argue that similar puzzles arise not only in far-out philosophical scenarios, but for the common, everyday de-velopment of concepts and beliefs, and thus must be taken seriously in a study of cognition.

  7. 5 de mai. de 2024 · Bruno Whittle (2019) has recently extended Kripkes semantical theory of truth to languages containing generalized quantifiers. There are reasons for axiomatizing semantical theories, and for regarding Halbach and Horsten’s PKF as a good axiomatization of Kripkes. PKF is a theory in Partial Logic.

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