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Programme L 2000
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L o g i c a 2 0 0 0 - Programme
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Tuesday, June 27
>> afternoon session
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E. N. Zalta
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What Are Mathematical Objects? - A New Philosophy of Mathematics
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C. Womack
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Getting the Picture: Visual Proofs in Mathematics
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M. Beaney
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Conceptions of Logical Analysis
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O. Rechter
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Logicism and a Kantian Conception of Number
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M. Cuonzo
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Intuition and Paradox
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J. Peregrin
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Absolute and Relative Concepts in Logic
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Wednesday, June 28
>> morning session
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G. Sandu
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Games and Epistemic Logic
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K. Kijania-Placek
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Can Majority Be Supervaluated?
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V. Novák
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Fuzzy Logic: Its Formalism and the Role for Linguistic
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S. Lindström
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Quine's Interpretation Problem for Modal Logic Revised
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>> afternoon session
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A. Kron
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Comprehension, Extensionality and Contraction
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T. Childers
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Logic from Behaviour? Probably Not!
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B. Jespersen
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Attitudes de re
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F. Huber
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The Logic of Theory Assessment
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M. Duží, P. Materna
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Two Kinds of Propositional Attitudes
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O. Majer
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(In)Transparent Intensional Logic- Notes of an Outsider
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P. Jirků
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How to Understand Negatives
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J. Palomäki
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The Subject Matter of Mathematics
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Thursday, June 29
>> morning session
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D. Prawitz
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Intuitionistic Truth and Tarski's Adequacy Condition
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G. Sundholm
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A Plea for Logical Atavism
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W. Park
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On Cocchiarella's Retroactive Theory of Reference
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T. Placek
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Common Causes in Branching Space-Time
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Friday, June 30
>> morning session
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S. Blackburn
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Some Remarks about Minimalism
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G. Usberti
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Meaning and Empirical Justification
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K. Segerberg
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Deconstruction of Epistemic Logic
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R. E. Grandy
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What Is a Logical Constant? Drawind Distinction and Not Boundaries
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