Adiabatic decomposition of the zeta-determinant of the Dirac Laplacian I. The case of an invertible tangential operator. With an appendix by Yoonweon Lee

Details Adiabatic decomposition of the zeta-determinant of the Dirac Laplacian I. The case of an invertible tangential operator. With an appendix by Yoonweon Lee Adiabatic decomposition of the zeta-determinant of the Dirac Laplacian I. The case of an invertible tangential operator. With an appendix by Yoonweon Lee

2001-12-18

arxiv.org/abs/math/0112174v2

Communications in Partial Differential Equations, vol. 27 (2002) p. 1407-1435

Mathematics

Differential Geometry

final version

Scientific paper

we discuss the decomposition of the zeta-determinant of the square of the
Dirac operator into the contributions coming from the different parts of the
manifold in the case of an invertible tangential operator.

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