Majda Trobok, Nenad Miščević, Berislav Žarnić's Between Logic and Reality: Modeling Inference, Action and PDF

By Majda Trobok, Nenad Miščević, Berislav Žarnić

ISBN-10: 940072389X

ISBN-13: 9789400723894

Is truth logical and is common sense actual? what's the starting place of logical intuitions? what's the function of logical buildings within the operations of an clever brain and in communique? Is the functionality of logical constitution regulative or constitutive or either in notion formation?

This quantity presents analyses of the logic-reality courting from diverse methods and views. the purpose of convergence lies within the exploration of the connections among truth – social, common or perfect – and logical constructions hired in describing or getting to know it. additionally, the ebook connects logical thought with extra concrete problems with rationality, normativity and figuring out, hence pointing to quite a lot of strength functions.

The papers gathered during this quantity tackle state-of-the-art subject matters in modern discussions among experts. a few essays concentrate on the position of indispensability concerns within the justification of logical competence, and the big variety of demanding situations in the philosophy of arithmetic. Others current advances in dynamic logical research corresponding to extension of online game semantics to non-logical a part of vocabulary and improvement of versions of contractive speech act.

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Extra resources for Between Logic and Reality: Modeling Inference, Action and Understanding

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Notre Dame Journal of Formal Logic 41:335–64. 34. Shapiro, Stewart. 2003. ” British Journal for the Philosophy of Science 54:59–91. 35. Shapiro, Stewart. 2004. ” Philosophical Quarterly 54:166–74. 36. Shapiro, Stewart. 2005. ” Philosophical Studies 122:315–32. 37. Shapiro, Stewart, and Alan Weir. 1999. ” Philosophia Mathematica 7:293–321. 38. Tait, William. 1981. ” The Journal of Philosophy 78:524–46. 2 Life on the Ship of Neurath: Mathematics in the Philosophy of Mathematics 27 39. Tennant, Neil.

1997. , 245–61. Oxford: Oxford University Press; reprinted in Boolos [6], 301–14. 6. Boolos, George. 1998. Logic, Logic, and Logic. Cambridge, MA: Harvard University Press. 7. Burgess, John. 1984. ” Journal of Philosophical Logic 13:379–95. 8. Chihara, Charles. 1990. Constructibility and Mathematical Existence. Oxford: Oxford University Press. 26 S. Shapiro 9. Cook, Roy T. 2001. ” Philosophia Mathematica 10:43–66. 10. Davis, Martin. 1965. The Undecidable. Hewlett, NY: The Raven Press. 11. Dummett, Michael.

1 Thus, in the Philebus, Plato distinguishes hierarchically between pure and applied mathematics similarly in such a way as not only to place pure above applied mathematics, but to separate them into entirely different metaphysical categories with entirely different presuppositions of epistemic accessibility. Inquiring into the nature of the good life, Socrates and Protarchus have the following exchange concerning the nature of mathematics: SOCRATES: Suppose arithmetic, measurement and weighing were subtracted from all the sciences: the remainder of each science would be pretty trivial.

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Between Logic and Reality: Modeling Inference, Action and Understanding by Majda Trobok, Nenad Miščević, Berislav Žarnić

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