On gradient solitons of the Ricci-Harmonic flow
by Hongxin Guo, Robert Philipowski and Anton Thalmaier

Abstract  
In this paper we study gradient solitons to the Ricci flow coupled with harmonic map heat flow. We derive new identities on solitons similar to those on gradient solitons of the Ricci flow. When the soliton is compact, we get a classification result. We also discuss the relation with quasi-Einstein manifolds.

Acta Math. Sin.  31 (2015) 1798-1804

http://dx.doi.org/10.1007/s10114-015-4446-7

The paper is available here:


Hongxin Guo
guo@wzu.edu.cn
Robert Philipowski
robert.philipowski@uni.lu
Anton Thalmaier
anton.thalmaier@uni.lu

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