...William H. Hanson Cornell University 2002 Hanson, William H. 1997 . “The Concept of Logical Consequence.” Philosophical Review 106 : 365 -409. ____. 1999 . “Ray on Tarski on Logical Consequence.” Journal of Philosophical Logic 28 : 607 -18. Kaplan, David. 1979...

.... Kripke, Saul. 1975 . Outline of a Theory of Truth. Journal of Philosophy 72 : 690 -716. Martin, Robert L., ed. 1984 . Recent Essays on Truth and the Liar Paradox . Oxford: Oxford University Press. Tarski, Alfred. 1935 . Der Wahrheitsbegriff in den formalizierten Sprachen. Studia...

.... Sher, G. 1991 . The Bounds of Logic: A Generalized Viewpoint. Cambridge: MIT Press. ____. 1996a . “Did Tarski Commit `Tarski's Fallacy'?” Journal of Symbolic Logic 61 : 653 -86. ____. 1996b . “Semantics and Logic.” Handbook of Contemporary Semantic Theory , ed. S. Lappin, 509 -35...

... truth relative to one language, but not another, even when the meaning of the sentence is the same in both. 3 It will thus be convenient, for the time being, to consider another more semantic definition of logical truth, due to Tarski. Our second parse becomes: 4 A sentence A( c 1 … c n...

... the first of the two virtues, clarity and conciseness, that one looks for in philosophical prose. The collection opens strongly with Field’s first philosophical publication, “Tarski’s Theory of Truth,” dating from 1972. In case there is any reader unfa- miliar with this classic, its main contention...

...James Levine RUSSELL'S HIDDEN SUBSTITUTIONAL THEORY. By Gregory Landini. New York: Oxford University Press, 1998. Pp. xi, 337. Cornell University 2001 Church, A. 1976 . “Comparison of Russell's Resolution of the Semantical Paradoxes with That of Tarski.” Journal of symbolic Logic...

..., Anil, and Nuel Belnap. 1993. The Revision Theory of Truth. Cambridge: MIT Press. Kripke, Saul. 1975. Outline of a Theory of Truth. Journal of Philosophy 72: 690– 716. Martin, Robert L., ed. 1984. Recent Essays on Truth and the Liar Paradox. Oxford: Oxford University Press. Tarski, Alfred...

.... ____. 1997 . “Frege's 1906 Foray into Metalogic.” Philosophical Topics 25 : 169 -88. Russell, Bertrand. 1992 . Theory of Knowledge: The 1913 Manuscript . London: Routledge. Sher, Gila. 1991 . The Bounds of Logic: a Generalized Viewpoint . Cambridge: MIT Press. ____. 1996 . “Did Tarski...

... important theorems, such as Tarski’s the- orem and Montague’s theorem, are included. Some more advanced material, such as connections to subsystems of second-order arithmetic, is presented without proof but with plenty of references. Many technical details, such as syntax coding, are suppressed...

... important theorems, such as Tarski’s the- orem and Montague’s theorem, are included. Some more advanced material, such as connections to subsystems of second-order arithmetic, is presented without proof but with plenty of references. Many technical details, such as syntax coding, are suppressed...

... important theorems, such as Tarski’s the- orem and Montague’s theorem, are included. Some more advanced material, such as connections to subsystems of second-order arithmetic, is presented without proof but with plenty of references. Many technical details, such as syntax coding, are suppressed...

... important theorems, such as Tarski’s the- orem and Montague’s theorem, are included. Some more advanced material, such as connections to subsystems of second-order arithmetic, is presented without proof but with plenty of references. Many technical details, such as syntax coding, are suppressed...

... important theorems, such as Tarski’s the- orem and Montague’s theorem, are included. Some more advanced material, such as connections to subsystems of second-order arithmetic, is presented without proof but with plenty of references. Many technical details, such as syntax coding, are suppressed...

... important theorems, such as Tarski’s the- orem and Montague’s theorem, are included. Some more advanced material, such as connections to subsystems of second-order arithmetic, is presented without proof but with plenty of references. Many technical details, such as syntax coding, are suppressed...

... important theorems, such as Tarski’s the- orem and Montague’s theorem, are included. Some more advanced material, such as connections to subsystems of second-order arithmetic, is presented without proof but with plenty of references. Many technical details, such as syntax coding, are suppressed...

... important theorems, such as Tarski’s the- orem and Montague’s theorem, are included. Some more advanced material, such as connections to subsystems of second-order arithmetic, is presented without proof but with plenty of references. Many technical details, such as syntax coding, are suppressed...

... them. As to the style of his writing, it well exhibits the first of the two virtues, clarity and conciseness, that one looks for in philosophical prose. The collection opens strongly with Field’s first philosophical publication, “Tarski’s Theory of Truth,” dating from 1972. In case there is any...

... fragments of the formal machinery to describe the language of thought underlying Slangs. It also emphasizes differences between the goals of semantic theory and the scientific project of Gottlob Frege, Alfred Tarski, and Alonzo Church. Pietroski admits that the logical toolkit could be initially useful...

... assumptions. The semantic considerations relate to Florio and Linnebo’s desire to give an ‘intensionally correct’ Tarski-style account of logical consequence (253), which generalizes not just over the set-based interpretations supplied by standard model theory but over every possible interpretation...

... mathematical truth and reference to mathematical objects by developing these notions (truth and reference) “immanently” or internally, as recursive, “disquotational” no- tions P la Tarski. As for epistemology, overzealous naturalists argue that belief in mathemat- ical objects (Platonism, in other...