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Princeton University Press Spin Geometry: 38 Mathematical Book

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Description

Spin Geometry (Princeton Mathematical Series, 38) provides a systematic and comprehensive presentation of essential mathematical concepts. This text covers spin manifolds, spinor fields, Dirac operators, and A-genera, which have become significant in modern mathematics over the last two decades. Because advanced applications of these ideas depend on various forms of the Atiyah-Singer Index Theorem, this book examines the theorems and their proofs in detail, including all necessary prerequisite material. The exposition includes numerous examples and applications that address a wide spectrum of problems in differential geometry and topology. This volume is an essential resource for those studying the intersection of geometry and topology.

Key Features

This book from Princeton University Press provides a comprehensive presentation of spin manifolds and spinor fields.

The text includes detailed examinations of Dirac operators and A-genera for modern mathematical study.

Detailed proofs and prerequisite material for the Atiyah-Singer Index Theorem are included in this volume.

The content offers practical applications to a wide spectrum of problems in topology and differential geometry.

This work is part of the Princeton Mathematical Series, volume 38.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
21 February 1990
Listed Since
05 February 2007

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