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Springer Applications of Theory of Groups in Mechanics and Physics

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Description

This Springer mathematics textbook explores group theory and its applications across classical mechanics, electromagnetism, relativity, quantum mechanics, and elementary particle physics. The book traces the historical development of group theory through contributions from mathematicians including Galois, Cauchy, Gauss, Hamilton, Jordan, Lie, Cartan, Weyl, and Wigner. The volume demonstrates how group theory's foundational concepts have become essential in modern physics and mathematics, providing readers with comprehensive coverage of both theoretical foundations and practical applications. Part of the Fundamental Theories of Physics series (volume 140), this resource connects abstract mathematical principles to real-world physical phenomena, making it valuable for students and researchers seeking to understand the deep mathematical structures underlying contemporary physics.

Key Features

Springer publication covering group theory applications in classical mechanics, electromagnetism, relativity and quantum mechanics.

Part of the Fundamental Theories of Physics series volume 140, offering peer-reviewed mathematical and physics content.

Explores historical development of group theory through contributions from Galois, Cauchy, Gauss, Hamilton, Jordan, Lie, Cartan, Weyl and Wigner.

Connects abstract group theory concepts to elementary particle physics and contemporary theoretical physics applications.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
30 April 2004
Listed Since
09 December 2006

Barcode

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