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Feferman on Foundations

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Cover of 'Feferman on Foundations'

Table of Contents

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    Book Overview
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    Chapter 1 From Choosing Elements to Choosing Concepts: The Evolution of Feferman’s Work in Model Theory
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    Chapter 2 Feferman on Computability
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    Chapter 3 On the Computability of the Fan Functional
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    Chapter 4 A Survey on Ordinal Notations Around the Bachmann–Howard Ordinal
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    Chapter 5 The Interpretation Existence Lemma
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    Chapter 6 Tiered Arithmetics
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    Chapter 7 Predicativity and Regions-Based Continua
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    Chapter 8 Unfolding Schematic Systems
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    Chapter 9 Iterated Inductive Definitions Revisited
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    Chapter 10 The Operational Penumbra: Some Ontological Aspects
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    Chapter 11 Feferman and the Truth
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    Chapter 12 Feferman’s Forays into the Foundations of Category Theory
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    Chapter 13 On Some Semi-constructive Theories Related to Kripke–Platek Set Theory
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    Chapter 14 Proof Theory of Constructive Systems: Inductive Types and Univalence
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    Chapter 15 Predicativity and Feferman
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    Chapter 16 Sameness
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    Chapter 17 Gödel, Nagel, Minds, and Machines
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    Chapter 18 A Brief Note on Gödel, Nagel, Minds, and Machines
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    Chapter 19 Feferman on Set Theory: Infinity up on Trial
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    Chapter 20 Feferman’s Skepticism About Set Theory
Attention for Chapter 6: Tiered Arithmetics
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Chapter title
Tiered Arithmetics
Chapter number 6
Book title
Feferman on Foundations
Published by
Springer, Cham, January 2017
DOI 10.1007/978-3-319-63334-3_6
Book ISBNs
978-3-31-963332-9, 978-3-31-963334-3
Authors

Helmut Schwichtenberg, Stanley S. Wainer

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