Published Paper

Inserted: 11 jul 2015
Last Updated: 10 mar 2017

Journal: Pacific J. Math.
Volume: 287
Number: 2
Pages: 337-370
Year: 2017

Abstract:

In this paper we present some results on a family of geometric flows introduced by J. P. Bourguignon that generalize the Ricci flow. For suitable values of the scalar parameter involved in these flows, we prove short time existence and provide curvature estimates. We also state some results on the associated solitons.

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• rbflow.pdf