Divergence terms in the supertrace heat asymptotics for the de Rham complex on a manifold with boundary

Dmitri Vassilevich; Klaus Kirsten; Peter Gilkey

arxiv: math-ph/0211020 · v2 · pith:BPZ3NQMQnew · submitted 2002-11-12 · 🧮 math-ph · hep-th· math.MP

Divergence terms in the supertrace heat asymptotics for the de Rham complex on a manifold with boundary

Peter Gilkey , Klaus Kirsten , Dmitri Vassilevich This is my paper

classification 🧮 math-ph hep-thmath.MP

keywords boundarycomplexrhamsupertraceabsoluteasymptoticscoefficientconditions

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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.

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Divergence terms in the supertrace heat asymptotics for the de Rham complex on a manifold with boundary

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