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Convexity of Mean Convex Self-Expanders by Enzo Ric is a document available to read on EtoBox.

This paper investigates the convexity of mean convex asymptotically conical self-expanders to the mean curvature flow in Rn+1, demonstrating that for n ≥ 3, any complete mean convex self-expander asymptotic to mean convex and weakly convex cones is strictly convex. The study builds on previous results regarding self-expanders and their properties, particularly focusing on the implications of curvature at infinity on the geometry of these surfaces. The findings extend existing theorems and contribute to the

Author

Enzo Ric

Language

EN