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V.A. Yankov on Non-Classical Logics, History and Philosophy of Mathematics

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Cover of 'V.A. Yankov on Non-Classical Logics, History and Philosophy of Mathematics'

Table of Contents

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    Book Overview
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    Chapter 1 Short Autobiography
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    Chapter 2 V. Yankov’s Contributions to Propositional Logic
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    Chapter 3 Dialogues and Proofs; Yankov’s Contribution to Proof Theory
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    Chapter 4 Jankov Formulas and Axiomatization Techniques for Intermediate Logics
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    Chapter 5 Yankov Characteristic Formulas (An Algebraic Account)
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    Chapter 6 The Invariance Modality
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    Chapter 7 The Lattice NExtS41 as Composed of Replicas of NExtInt, and Beyond
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    Chapter 8 An Application of the Yankov Characteristic Formulas
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    Chapter 9 A Note on Disjunction and Existence Properties in Predicate Extensions of Intuitionistic Logic—An Application of Jankov Formulas to Predicate Logics
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    Chapter 10 On V.A. Yankov’s Contribution to the History of Foundations of Mathematics
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    Chapter 11 On V.A. Yankov’s Existential Interpretation of the Early Greek Philosophy. The Case of Heraclitus
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    Chapter 12 On V.A. Yankov’s Hypothesis of the Rise of Greek Mathematics
Attention for Chapter 6: The Invariance Modality
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Chapter title
The Invariance Modality
Chapter number 6
Book title
V.A. Yankov on Non-Classical Logics, History and Philosophy of Mathematics
Published by
Springer, Cham, January 2022
DOI 10.1007/978-3-031-06843-0_6
Book ISBNs
978-3-03-106842-3, 978-3-03-106843-0
Authors

Ghilardi, Silvio

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