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Item Details
Title: ASPECTS OF QUANTUM FIELD THEORY IN CURVED SPACETIME
By: Stephen A. Fulling
Format: Paperback

List price: £62.00
Our price: £54.25
Discount:
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You save: £7.75
ISBN 10: 0521377684
ISBN 13: 9780521377683
Availability: Usually dispatched within 1-3 weeks.
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Publisher: CAMBRIDGE UNIVERSITY PRESS
Pub. date: 24 August, 1989
Series: London Mathematical Society Student Texts 17
Pages: 328
Synopsis: The theory of quantum fields on curved spacetimes has attracted great attention since the discovery, by Stephen Hawking, of black-hole evaporation. It remains an important subject for the understanding of such contemporary topics as inflationary cosmology, quantum gravity and superstring theory. This book provides, for mathematicians, an introduction to this field of physics in a language and from a viewpoint which such a reader should find congenial. Physicists should also gain from reading this book a sound grasp of various aspects of the theory, some of which have not been particularly emphasised in the existing review literature. The topics covered include normal-mode expansions for a general elliptic operator, Fock space, the Casimir effect, the 'Klein' paradox, particle definition and particle creation in expanding universes, asymptotic expansion of Green's functions and heat kernels, and renormalisation of the stress tensor. The style is pedagogic rather than formal; some knowledge of general relativity and differential geometry is assumed, but the author does supply background material on functional analysis and quantum field theory as required. The book arose from a course taught to graduate students and could be used for self-study or for advanced courses in relativity and quantum field theory.
Publication: UK
Imprint: Cambridge University Press
Returns: Returnable
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ASPECTS OF QUANTUM FIELD THEORY IN CURVED SPACETIME
ASPECTS OF QUANTUM FIELD THEORY IN CURVED SPACETIME (HB)
AUTOMORPHISMS OF SURFACES AFTER NIELSEN AND THURSTON (PB)
BRAIDS AND COVERINGS (PB)
CLASSICAL INVARIANT THEORY (HB)
CLASSICAL INVARIANT THEORY (PB)
COMMUNICATION THEORY (PB)
COMPLEX ALGEBRAIC CURVES (PB)
COMPLEX ALGEBRAIC SURFACES (HB)
COMPLEX ALGEBRAIC SURFACES (PB)
CONSENSUS, CONFUSION AND CONTROVERSY (PB)
CURVES & SINGULARITIES (HB)
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CURVES AND SINGULARITIES
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CURVES AND SINGULARITIES (PB)
DESIGNS, GRAPHS, CODES AND THEIR LINKS (HB)
DESIGNS, GRAPHS, CODES AND THEIR LINKS (PB)
DYNAMICAL SYSTEMS AND ERGODIC THEORY (PB)
ELEMENTARY THEORY OF L-FUNCTIONS AND EISENSTEIN SERIES (HB)
ELEMENTARY THEORY OF L-FUNCTIONS AND EISENSTEIN SERIES (PB)
ELLIPTIC FUNCTIONS (HB)
ELLIPTIC FUNCTIONS (PB)
FOURIER ANALYSIS ON FINITE GROUPS AND APPLICATIONS (PB)
HARMONIC MAPS, LOOP GROUPS, AND INTEGRABLE SYSTEMS (HB)
HARMONIC MAPS, LOOP GROUPS, AND INTEGRABLE SYSTEMS (PB)
HILBERT SPACE (PB)
HYPERBOLIC GEOMETRY FROM A LOCAL VIEWPOINT (HB)
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POTENTIAL THEORY IN THE COMPLEX PLANE (PB)
PRESENTATIONS OF GROUPS (PB)
QUANTUM GRAPHS AND THEIR APPLICATIONS (PB)
REPRESENTATIONS OF FINITE GROUPS OF LIE TYPE (HB)
REPRESENTATIONS OF FINITE GROUPS OF LIE TYPE (PB)
SET THEORY FOR THE WORKING MATHEMATICIAN (PB)
SINGULAR POINTS OF PLANE CURVES (HB)
SPACETIME AND SINGULARITIES (PB)
STEPS IN COMMUTATIVE ALGEBRA (PB)
THE ALGORITHMIC RESOLUTION OF DIOPHANTINE EQUATIONS (HB)
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UNDERGRADUATE COMMUTATIVE ALGEBRA (HB)
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YOUNG TABLEAUX (PB)

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