Maximum Principle and Convergence of Fundamental Solutions for the Ricci Flow

Abstract

In this paper we will prove a maximum principle for the solutions of linear parabolic equation on complete non-compact manifolds with a time varying metric. We will prove the convergence of the Neumann Green function of the conjugate heat equation for the Ricci flow in Bk × (0, T ) to the minimal fundamental solution of the conjugate heat equation as k… (More)

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Cite this paper

@inproceedings{Hsu2008MaximumPA, title={Maximum Principle and Convergence of Fundamental Solutions for the Ricci Flow}, author={Shu-Yu Hsu}, year={2008} }