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the determinant of elliptic boundary problems for dirac operators – reader on the scott–wojciechowski theorem version december 1999 uncorrected, incomplete compiled, edited, revised, augmented by b. booss–bavnbek
institut for matematik og fysik, roskilde university, dk4000 roskilde, denmark e-mail address: booss@mmf.ruc.dk

contents
part 1. introductory material: determinants of dirac operators, spectral asymmetry, and grassmannians of elliptic boundary projections chapter 1. the idea of the determinant 1.1. functional integrals and spectral asymmetry 1.2. the ζ–determinant for operators of infinite rank 1.3. the determinant as a canonical element of a complex line chapter 2. the ζ–determinant on the circle 2.1. ζ– and η–function of a dirac operator and the heat kernel 2.2. heat kernel and ζ–function on s 1 2.3. duhamel’s principle and ζ-funct
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