£147.22

Springer Basic Notions of Algebra: 11 - Mathematics Textbook

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Description

Expand your mathematical foundation with Basic Notions of Algebra, part of the Encyclopaedia of Mathematical Sciences series by Springer. This volume provides a comprehensive survey of algebra, covering essential concepts and main branches necessary for advanced study. This text moves through complex mathematical landscapes, including detailed sections on K-theory. Readers can explore Topological K-theory, covering vector bundles, the functor Vec(X), and the index theorem. The book also addresses Algebraic K-theory, providing insight into the group of classes of projective modules, K-groups of rings and fields, and the relations with the Brauer group. Designed for students and researchers in mathematics, this book serves as a structured resource for understanding the connections between K-theory and arithmetic. With organized references and subject indexes, it is a reliable tool for navigating the deep theoretical frameworks of modern algebra.

Key Features

Comprehensive survey of algebra designed to present basic notions and main branches of the field.

In-depth coverage of Topological K-theory including vector bundles and the index theorem.

Detailed exploration of Algebraic K-theory and its relations with the Brauer group.

Includes specialized sections on the K-theory of rings and fields for advanced study.

Organized with a subject index and index of names to help readers locate specific topics quickly.

Part of the prestigious Encyclopaedia of Mathematical Sciences series from Springer.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
13 April 2005
Listed Since
31 December 2006

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No barcode data available

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