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Mean Value Inequalities and Conditions to Extend Ricci Flow by Cao, Xiaodong; Tran, Hung is a scholarly article available to read on EtoBox.

What is Mean Value Inequalities and Conditions to Extend Ricci Flow about?

This paper concerns conditions related to the first finite singularity time of a Ricci flow solution on a closed manifold. In particular, we provide a systematic approach to the mean value inequality method, suggested by N. Le and F. He. We also display a close connection between this method and time slice analysis of B. Wang. As an application, we prove several inequalities for a Ricci flow solution on a manifold with nonnegative isotropic curvature.

Author

Cao, Xiaodong; Tran, Hung

Published

2013

Language

EN