most citedHessian of the zeta function for the Laplacian on forms

1 citations · 1 across the 2 of their papers we have counts for

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3 papers

math.SP2002★ 1 cited

Hessian of the zeta function for the Laplacian on forms

Kate Okikiolu, Caitlin Wang

Let M be a compact closed n-dimensional manifold. Given a Riemannian metric on M, we consider the zeta function Z(s) for the de Rham Laplacian and the Bochner Laplacian on p-forms.…

math.SP2002

Hessians of Spectral Zeta Functions

Kate Okikiolu

Let M be a compact manifold without boundary. Associated to a metric g on M there are various Laplace operators, for example the de Rham Laplacian on forms and the conformal Laplac…

math.DG2001

Critical metrics for the determinant of the Laplacian in odd dimensions

K. Okikiolu

Let M be a closed compact n-dimensional manifold with n odd. We calculate the first and second variations of the zeta-regularized determinants det^\primeΛand det L as the metric on…