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In this paper, we obtain several properties of translating solitons for a general class of extrinsic geometric curvature flow, where the deformation speed is given by a homogeneous smooth symmetric positive function defined in a symmetric open cone. The main result of this paper is about the uniqueness of ‐translators in the class of complete graphs defined on a ball.
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José Torres Santaella (2024) studied this question.
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