£81.06

Springer Mutations of Alternative Algebras: 278 Mathematics

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Description

Explore the mathematical theory of mutation algebras with this specialized volume from the Mathematics and Its Applications series. This book provides a self-contained and detailed treatment of the subject, building upon fifteen years of dedicated research. It begins with the history of mutation of associative algebras, which emerged around 1978 to generalize the formalisms used in classical and quantum mechanics. Beyond associative algebras, this text expands into a broader class of algebras: mutations of alternative algebras. This progression represents a natural generalization of previous mathematical frameworks. Readers will find a complete structure theory that covers essential elements such as automorphisms, derivations, and certain representations. This volume is an essential resource for those studying advanced algebraic structures and their applications in mathematical physics.

Key Features

Detailed mathematical theory covering mutation algebras based on fifteen years of research.

Explores mutations of alternative algebras as a natural generalization of associative algebra mutations.

Provides a complete structure theory including automorphisms and derivations.

Connects algebraic mutations to the formalisms of classical and quantum mechanics.

Used book in good condition for academic and professional study.

Part of the reputable Mathematics and Its Applications series (Volume 278) by Springer.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
31 March 1994
Listed Since
15 February 2007

Barcode

No barcode data available

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