Explicit Łojasiewicz Inequalities for Shrinking Solitons
[Virtual] Hot Topics: Regularity Theory for Minimal Surfaces and Mean Curvature Flow March 21, 2022 - March 24, 2022
Location: SLMath: Online/Virtual
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Explicit Łojasiewicz Inequalities For Shrinking Solitons
Łojasiewicz inequalities have become a popular tool for studying the stability of geometric structures. For mean curvature flow, Schulze used Simon’s reduction to the classical Łojasiewicz inequality to study compact tangent flows. For round cylinders, Colding and Minicozzi instead used a direct method to prove Łojasiewicz inequalities. We’ll discuss similarly explicit Łojasiewicz inequalities and applications for other shrinking cylinders and products of spheres.
Explicit Łojasiewicz Inequalities For Shrinking Solitons
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