arXiv:math-ph/0211020AbstractReferencesReviewsResources
Divergence terms in the supertrace heat asymptotics for the de Rham complex on a manifold with boundary
Peter Gilkey, Klaus Kirsten, Dmitri Vassilevich
Published 2002-11-12, updated 2003-05-05Version 2
We use invariance theory to determine the coefficient $a_{m+1,m}^{d+\delta}$ in the supertrace for the twisted de Rham complex with absolute boundary conditions.
Comments: 19 pages, LaTeX, Theorem 1.2 corrected
Journal: J.Geom.Phys. 49 (2004) 249-271
Subjects: 58J50
Keywords: supertrace heat asymptotics, rham complex, divergence terms, absolute boundary conditions, invariance theory
Tags: journal article
Related articles:
arXiv:math-ph/0212023 (Published 2002-12-05)
Supertrace divergence terms for the Witten Laplacian
Quantum de Rham complex with $d^3 = 0$ differential