The Logical Writings of Karl Popper

Table of Contents

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   Book Overview
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   Chapter 1 Popper’s Theory of Deductive Logic
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   Chapter 2 Logic Without Assumptions (1947)
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   Chapter 3 New Foundations for Logic (1947)
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   Chapter 4 Functional Logic Without Axioms or Primitive Rules of Inference (1947)
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   Chapter 5 On the Theory of Deduction, Part I. Derivation and Its Generalizations (1948)
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   Chapter 6 On the Theory of Deduction, Part II. The Definitions of Classical and Intuitionist Negation (1948)
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   Chapter 7 The Trivialization of Mathematical Logic (1949)
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   Chapter 8 Are Contradictions Embracing? (1943)
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    Chapter 9 A Note on Tarski’s Definition of Truth (1955)
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    Chapter 10 On a Proposed Solution of the Paradox of the Liar (1955)
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    Chapter 11 On Subjunctive Conditionals with Impossible Antecedents (1959)
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    Chapter 12 Lejewski’s Axiomatization of My Theory of Deducibility (1974)
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    Chapter 13 Reviews of Popper’s Articles on Logic
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    Chapter 14 On Systems of Rules of Inference
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    Chapter 15 A General Theory of Inference
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    Chapter 16 On the Logic of Negation
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    Chapter 17 A Note on the Classical Conditional
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    Chapter 18 Three Notes on Derivation and Demonstration
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    Chapter 19 Lecture Notes on Logic (1939–1941)
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    Chapter 20 The Origins of Modern Logic
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    Chapter 21 Popper’s Correspondence with Paul Bernays
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    Chapter 22 Popper’s Correspondence with Luitzen Egbertus Jan Brouwer
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    Chapter 23 Popper’s Correspondence with Rudolf Carnap
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    Chapter 24 Popper’s Correspondence with Alonzo Church
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    Chapter 25 Popper’s Correspondence with Kalman Joseph Cohen
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    Chapter 26 Popper’s Correspondence with Henry George Forder
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    Chapter 27 Popper’s Correspondence with Harold Jeffreys
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    Chapter 28 Popper’s Correspondence with Stephen Cole Kleene
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    Chapter 29 Popper’s Correspondence with William Calvert Kneale
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    Chapter 30 Popper’s Correspondence with Willard Van Orman Quine
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    Chapter 31 Popper’s Correspondence with Heinrich Scholz
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    Chapter 32 Popper’s Correspondence with Peter Schroeder-Heister