Interior estimates and Convexity for Translating solitons of the $Q_k$-flows in $\mathbb{R}^{n+1}$

26 Mar 2020 Santaella Jose Torres

The main result of this paper is that a $2$-convex $Q_k$-translator with principal curvatures in the cone $\Gamma_{k+1}$ is convex. This is analogous to the theorems by Spruck-Xiao and Spruck-Sun on Mean Curvature Flow... (read more)

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