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Spectral Functions in Mathematics and Physics, Hardcover by Kirsten, Klaus, ISBN 158488259X, ISBN-13 9781584882596, Brand New, Free P&P in the UK Presents new methods for the exact analysis of spectral functions under external conditions, focusing on zeta functions of second-order elliptic differential operators. The first technique analyzes spectral functions for Laplace-type operators for cases where the spectrum is not known explicitly, but only implicitly. The author applies the methods to derive heat kernel coefficients for smooth Riemannian manifolds with various boundary conditions, functional determinants, Casimir energies with spherically symmetric boundaries, and the Bose-Einstein condensation. Annotation c. Book News, Inc., Portland, OR ()
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