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Ricci flow without upper bounds on the curvature and the geometry of some met...
The Ricci flow was introduced by Hamilton in the beginning of the 90's. It has been a valuable tool to study the topology and the geometry of smooth Riemannian... -
Fourth-order geometric flows and integral pinching of the curvature
We study fourth-order geometric flows on compact Riemannian manifolds, which naturally appear as gradient flows of quadratic curvature functionals. When the Yamabe...
