We first investigate the asymptotics of conical expanding gradient Ricci solitons by proving sharp decay rates to the asymptotic cone both in the generic and the asymptotically Ricci flat case. We then establish a compactness theorem concerning nonnegatively curved expanding gradient Ricci solitons.
Asymptotic estimates for the Willmore flow with small energy
Asymptotic estimates on the time derivative of entropy on a Riemannian manifold
A note on the Compactness of Poincare-Einstein manifolds
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