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Some integral curvature estimates for four dimensional Ricci flows and some consequences thereof

  • Miles Simon (Otto-von-Guericke-Universität Magdeburg)
Augusteum - A314 Universität Leipzig (Leipzig)

Abstract

We present some integral curvature estimates for four dimensional solutions to Ricci flow. These estimates hold for any compact, connected, smooth, four dimensional solution. In the special case that the existence time is [0,T), with T finite, and the scalar curvature is uniformly bounded on [0,T), we present various consequences thereof.

seminar
6/4/09 6/25/15

Oberseminar ANALYSIS-OPTIMIERUNG

Universität Leipzig Augusteum - A314

Katharina Matschke

MPI for Mathematics in the Sciences Contact via Mail