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Oxford University Press Cantorian Set Theory and Limitation of Size - Oxford Logic Guides

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Description

Explore the foundational work of Georg Cantor and his revolutionary contributions to set theory and the mathematical treatment of infinity. This Oxford Logic Guides volume examines how Cantor's philosophical and heuristic framework shaped modern mathematics and continues to influence contemporary mathematical thought. Hallett provides a comprehensive analysis of Cantor's ideas and their profound ramifications for Zermelo-Frankel set theory, offering readers a deep understanding of the concepts that underpin formal mathematics. Ideal for students, mathematicians, and philosophers seeking to understand the historical development and theoretical foundations of set theory, this scholarly work bridges classical mathematical philosophy with modern formal approaches. Published by Oxford University Press, this text is an essential resource for anyone engaged with mathematical logic, foundations, or the history of mathematical thought.

Key Features

Examines Cantor's revolutionary ideas on set theory and the mathematical concept of infinity in depth.

Analyses the ramifications of Cantor's work for Zermelo-Frankel set theory and modern mathematical practice.

Published by Oxford University Press as part of the respected Oxford Logic Guides series.

Explores the philosophical and heuristic framework that shaped contemporary mathematical foundations.

Product Specifications

Format
paperback
Domain
Amazon UK
Release Date
26 February 1987
Listed Since
06 February 2007

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