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math.DG2024
On the Hamilton-Lott conjecture in higher dimensions
Alix Deruelle, Felix Schulze, Miles Simon
We study -dimensional Ricci flows with non-negative Ricci curvature where the curvature is pointwise controlled by the scalar curvature and bounded by , starting at metric…
math.DG2014★ 1 cited
Asymptotic estimates and compactness of expanding gradient Ricci solitons
Alix Deruelle
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 Ric…
math.DG2014★ 6 cited
Stability of non compact steady and expanding gradient Ricci solitons
Alix Deruelle
We study the stability of non compact steady and expanding gradient Ricci solitons. We first show that strict linear stability implies dynamical stability. Then we give various suf…