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The geometry of Differential Harnack Estimates. Actes du seminaire de Theorie spectrale et geometrie [Grenoble 2011-2012] 30 (2013)

by S Helmensdorfer, P M Topping
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Ricci flows with unbounded curvature.

by Peter M Topping - Math. Zeit., , 2013
"... Abstract. Until recently, Ricci flow was viewed almost exclusively as a way of deforming Riemannian metrics of bounded curvature. Unfortunately, the bounded curvature hypothesis is unnatural for many applications, but is hard to drop because so many new phenomena can occur in the general case. This ..."
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Abstract. Until recently, Ricci flow was viewed almost exclusively as a way of deforming Riemannian metrics of bounded curvature. Unfortunately, the bounded curvature hypothesis is unnatural for many applications, but is hard to drop because so many new phenomena can occur in the general case. This article surveys some of the theory from the past few years that has sought to rectify the situation in different ways. Mathematics Subject Classification (2010). Primary 53C44; Secondary 35K55, 58J35

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"... Ricci flows with unbounded curvature∗ ..."
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Ricci flows with unbounded curvature∗

Contents Preface 2

by unknown authors , 2013
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...e of Brendle [2]. We refer to [5] for more details, and for other curvature cones C which provide completely new Harnack estimates. The analogue of this theory for mean curvature flow can be found in =-=[12]-=-. 25 4.3 Applications to understanding blown-up Ricci flows We want to conclude the lectures by applying the estimates from the last section in order to establish a relationship between the scalar cur...

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by unknown authors
"... Ricci flows with unbounded curvature∗ ..."
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Ricci flows with unbounded curvature∗
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