An Introduction to Spinors and Geometry with Applications in Physics,

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9780852742617: An Introduction to Spinors and Geometry with Applications in Physics,

There is now a greater range of mathematics used in theoretical physics than ever. The aim of this book is to introduce theoretical physicists, of graduate student level upwards, to the methods of differential geometry and Clifford algebras in classical field theory. Recent developments in particle physics have elevated the notion of spinor fields to considerable prominence, so that many new ideas require considerable knowledge of their properties and expertise in their manipulation. It is also widely appreciated now that differential geometry has an important role to play in unification schemes which include gravity. All the important prerequisite results of group theory, linear algebra, real and complex vector spaces are discussed. Spinors are approached from the viewpoint of Clifford algebras. This gives a systematic way of studying their properties in all dimensions and signatures. Importance is also placed on making contact with the traditional component oriented approach. The basic ideas of differential geometry are introduced emphasising tensor, rather than component, methods. Spinor fields are introduced naturally in the context of Clifford bundles. Spinor field equations on manifolds are introduced together with the global implications their solutions have on the underlying geometry. Many mathematical concepts are illustrated using field theoretical descriptions of the Maxwell, Dirac and Rarita-Schwinger equations, their symmetries and couplings to Einsteinian gravity. The core of the book contains material which is applicable to physics. After a discussion of the Newtonian dynamics of particles, the importance of Lorentzian geometry is motivated by Maxwell's theory of electromagnetism. A description of gravitation is motivated by Maxwell's theory of electromagnetism. A description of gravitation in terms of the curvature of a pseudo-Riemannian spacetime is used to incorporate gravitational interactions into the language of classical field theory. This book will be of great interest to postgraduate students in theoretical physics, and to mathematicians interested in applications of differential geometry in physics.

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Review:

"...a welcome addition to the literature... ...this monograph can be warmly recommend... ...careful study of it will richly reward a prospective reader. ...attractive and carefully thought out." -- Zentralblatt fur Mathematik unde ihre Grenzgebiete

"...one of the most useful books, both for teaching and research, to appear in a very long time." -- Mathematical Reviews

"...this book succeeds brilliantly in explaining spinors and their application in physics". -- Contemporary Physics

"To the serious student who wants to develop a proper understanding of modern differential geometry and its role in physics, this book is seriously recommend." -- Times Higher Educational Supplement

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Benn, I. M.; Tucker, R. W.
Editorial: CRC Press
ISBN 10: 0852742614 ISBN 13: 9780852742617
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Descripción CRC Press. PAPERBACK. Estado de conservación: New. 0852742614 New Condition. Nº de ref. de la librería NEW7.1388758

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Benn, I. M., Tucker, R. W.
Editorial: CRC Press (1989)
ISBN 10: 0852742614 ISBN 13: 9780852742617
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Descripción CRC Press, 1989. Paperback. Estado de conservación: New. Never used!. Nº de ref. de la librería P110852742614

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I. M. Benn
Editorial: CRC Press (1989)
ISBN 10: 0852742614 ISBN 13: 9780852742617
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Descripción CRC Press, 1989. Paperback. Estado de conservación: New. book. Nº de ref. de la librería M0852742614

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