A rigidity result for $ 2 $-dimensional $ \lambda $-translators
Copyright policy ) Jin Liu; Botao Wang;
A rigidity result for $ 2 $-dimensional $ \lambda $-translators
<abstract><p>In this paper, we will develop a different technique to study the rigidity of complete $ \lambda $-translators $ x:M^{2} \rightarrow \mathbb R^{3} $ with the non-zero constant gauss curvature in the Euclidean space $ \mathbb R^{3} $.</p></abstract>
- Henan Normal University China (People's Republic of)
second fundamental form, QA1-939, mean curvature, gauss curvature, $ \lambda $-translator, non-umbilic points, Mathematics
second fundamental form, QA1-939, mean curvature, gauss curvature, $ \lambda $-translator, non-umbilic points, Mathematics
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