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Cambridge University Press Metamathematics of First-Order Arithmetic - Perspectives Logic

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Description

This seminal monograph from Cambridge University Press examines the metamathematics of first-order arithmetic with rigorous depth and scholarly authority. Part of the Perspectives in Logic series, this volume offers comprehensive exploration of subsystems and fragments of Peano arithmetic, providing readers with essential insights into the axiom schema of induction and the phenomenon of incompleteness. Originally unavailable for years, this much-needed text has been restored to print to serve researchers, mathematicians and students working in mathematical logic and the foundations of arithmetic. The authors guide readers through complex theoretical territory with precision, making this an indispensable reference for anyone studying the formal underpinnings of arithmetic systems and their logical properties.

Key Features

Examines subsystems and fragments of Peano arithmetic with detailed metamathematical analysis.

Explores the axiom schema of induction and its role in first-order arithmetic systems.

Published by Cambridge University Press as part of the Perspectives in Logic series.

Provides comprehensive treatment of incompleteness phenomena in arithmetic and logic.

Serves as a scholarly monograph for advanced study in mathematical foundations and logic.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
02 March 2017
Listed Since
24 August 2016

Barcode

No barcode data available

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