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Logic and Its Applications

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Cover of 'Logic and Its Applications'

Table of Contents

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    Book Overview
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    Chapter 1 Conversation and Games
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    Chapter 2 Ramsey Theory on Trees and Applications
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    Chapter 3 Automata, Logic and Games for the $$\lambda $$ -Calculus
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    Chapter 4 Semantics and Proof Theory of the Epsilon Calculus
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    Chapter 5 Neighbourhood Contingency Bisimulation
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    Chapter 6 The Complexity of Finding Read-Once NAE-Resolution Refutations
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    Chapter 7 Knowing Values and Public Inspection
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    Chapter 8 Random Models for Evaluating Efficient Büchi Universality Checking
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    Chapter 9 A Substructural Epistemic Resource Logic
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    Chapter 10 Deriving Natural Deduction Rules from Truth Tables
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    Chapter 11 A Semantic Analysis of Stone and Dual Stone Negations with Regularity
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    Chapter 12 Achieving While Maintaining:
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    Chapter 13 Peirce’s Sequent Proofs of Distributivity
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    Chapter 14 On Semantic Gamification
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    Chapter 15 Ancient Indian Logic and Analogy
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    Chapter 16 Definability of Recursive Predicates in the Induced Subgraph Order
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    Chapter 17 Computational Complexity of a Hybridized Horn Fragment of Halpern-Shoham Logic
Attention for Chapter 11: A Semantic Analysis of Stone and Dual Stone Negations with Regularity
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