On Constructive Interpretation of Predictive Mathematics (1990)

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A01=Charles Parsons
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Author_Charles Parsons
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Category1=Non-Fiction
Category=PBB
Category=PBCD
Category=PBT
Category=QD
Category=QDHM
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Category=QDHR9
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Constructional Inference
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Cut Formula
deduction
Deduction Theorem
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elementary
Elementary Number Theory
eq_isMigrated=2
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Externally Consistent
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Free Function Variables
Free Variables
Function Variables
Functional Symbols
Herbrand's Theorem
Induction Formula
Infinite Induction
Language_English
Normal Form Theorem
number
Ordinal Recursive
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Prime Formulae
primitive
Primitive Recursive
Primitive Recursive Function
Principal Formulae
Provable Formula
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quantifier
Quantifier Free Formula
Recursion Equations
recursive
Recursive Function
softlaunch
theorem
theory
Top Degree
Transfinite Induction
Verifiable Formula

Product details

  • ISBN 9781138226678
  • Weight: 560g
  • Dimensions: 156 x 234mm
  • Publication Date: 31 May 2018
  • Publisher: Taylor & Francis Ltd
  • Publication City/Country: GB
  • Product Form: Paperback
  • Language: English
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First published in 1990, this book consists of a detailed exposition of results of the theory of "interpretation" developed by G. Kreisel — the relative impenetrability of which gives the elucidation contained here great value for anyone seeking to understand his work. It contains more complex versions of the information obtained by Kreisel for number theory and clustering around the no-counter-example interpretation, for number-theorectic forumulae provide in ramified analysis. It also proves the omega-consistency of ramified analysis. The author also presents proofs of Schütte’s cut-elimination theorems which are based on his consistency proofs and essentially contain them — these went further than any published work up to that point, helping to squeeze the maximum amount of information from these proofs.

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