A local version of Bando's theorem on the real-analyticity of solutions to the Ricci flow

Details A local version of Bando's theorem on the real-analyticity of solutions to the Ricci flow A local version of Bando's theorem on the real-analyticity of solutions to the Ricci flow

2011-11-02

arxiv.org/abs/1111.0355v1

Mathematics

Differential Geometry

Scientific paper

It is a theorem of S. Bando that if $g(t)$ is a solution to the Ricci flow on
a compact manifold $M$, then $(M, g(t))$ is real-analytic for each $t >0$. In
this note, we extend his result to smooth solutions on open domains $U\subset
M$.

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