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Classification of Semigraphical Translators by Martín, Francisco; Sáez, Mariel; Tsiamis, Raphael; White, Brian is a scholarly article available to read on EtoBox.

What is Classification of Semigraphical Translators about?

We complete the classification of semigraphical translators for mean curvature flow in $\mathbb{R}^3$ that was initiated by Hoffman-Mart\'in-White. Specifically, we show that there is no solution to the translator equation on the upper half-plane with alternating positive and negative infinite boundary values, and we prove the uniqueness of pitchfork and helicoid translators. The proofs use Morse-Rad\'o theory for translators and an angular maximum principle.

Author
Martín, Francisco; Sáez, Mariel; Tsiamis, Raphael; White, Brian
Published
2024
Language
EN

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