Baylor University

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19922026

most citedf(T) teleparallel gravity and cosmology

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math-ph2005★ 22 cited

The very unusual properties of the resolvent, heat kernel, and zeta function for the operator $- d^{2} / d r^{2} - 1/ (4 r^{2})$

Klaus Kirsten, Paul Loya, Jinsung Park

In this article we analyze the resolvent, the heat kernel and the spectral zeta function of the operator $- d^{2} / d r^{2} - 1/ (4 r^{2})$ over the finite interval. The structural properties…

math-ph2005

Heat Content Asymptotics for Riemannian manifolds with Zaremba boundary conditions

M. van den Berg, P. Gilkey, K. Kirsten +1

The existence of a full asymptotic expansion for the heat content asymptotics of an operator of Laplace type with classical Zaremba boundary conditions on a smooth manifold is esta…

The very unusual properties of the resolvent, heat kernel, and zeta function for the operator −d2/dr2−1/(4r2)

Heat Content Asymptotics for Riemannian manifolds with Zaremba boundary conditions

The very unusual properties of the resolvent, heat kernel, and zeta function for the operator $- d^{2} / d r^{2} - 1/ (4 r^{2})$