Mathematics – Differential Geometry
Scientific paper
1996-07-19
Teubner Texte zur Mathematik Vol. 136, Teubner--Verlag, Leipzig, 1997
Mathematics
Differential Geometry
LaTeX, 161 pages, also available from http://spectrum.mathematik.hu-berlin.de/~lesch
Scientific paper
This text is a revised version of the authors Habilitationsschrift which was submitted to the University of Augsburg, 1993. Fuchs type differential operators are used to model the analysis on manifolds with cone--like singularities, or more general, stratified spaces. This book provides a self--contained treatment of the analysis of the heat equation and index theory for these operators. Major topics are short--time asymptotics, $\eta$-- and $\zeta$--functions, (relative) index theorems. Another chapter is devoted to the discussion of deficiency indices and Dirac Schr\"odinger operators.
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