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Springer Kurt Godel: Results on Foundations - Math History

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Description

Explore the mathematical legacy of Kurt Godel (1906-1978) through this scholarly work from Springer. Known globally for his 1931 incompleteness theorem, Godel dedicated much of his later career to solving Hilbert's first and second problems. This text examines his work on Cantor's continuum hypothesis regarding the cardinality of real numbers and his efforts toward proving the consistency of the theory of real numbers and functions. This volume provides insight into his progress on these fundamental problems, including his work up to 1940. It offers a rare look at the logic and foundations of mathematics, covering the intense attempts Godel made to resolve these challenges, which were often documented in a private German shorthand. This book is a significant addition to the Sources and Studies in the History of Mathematics and Physical Sciences series.

Key Features

This Springer publication examines the mathematical work of Kurt Godel, focusing on his results in logic and foundations.

The text covers Godel's efforts to solve Hilbert's first and second problems, including Cantor's continuum hypothesis.

Readers can explore his research regarding the cardinality of real numbers and the consistency of the theory of real numbers and functions.

This book includes details on his progress through 1940, marking his last published results in foundations and logic.

Part of the Sources and Studies in the History of Mathematics and Physical Sciences series for academic study.

Product Specifications

Format
paperback
Domain
Amazon UK
Release Date
18 July 2024
Listed Since
19 July 2024

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