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math.DG2026
A stable self-shrinking Möbius bundle in
Kahnrad Braxton, Tang-Kai Lee, Jonathan J. Zhu
We prove the linear stability of an embedded mean curvature flow shrinker in with the topology of the Möbius bundle. This provides a non-flat, non-spherical stable sh…
math.DG2026
A Bernstein-type theorem for capillary graphs in a half-space
Nick Edelen, Chao Li, Jonathan J. Zhu
We show that any entire, capillary minimal graph in a half-space must be linear in low-dimensions or, more generally, when some tangent cone at infinity does not split off a vertic…