论文标题
$ k $ -Hessian方程的凸解决方案的曲率估算的简单证明
A simple proof of curvature estimate for convex solution of $k$-Hessian equation
论文作者
论文摘要
Guan-Ren-Wang建立了满足Weingarten曲率方程$σ_{K}（κ（x））= F（x，x，x，v（x，v（x））$的凸出曲面的曲率估计。在本说明中，我们简单地证明了此结果。
Guan-Ren-Wang established the curvature estimate of convex hypersurface satisfying the Weingarten curvature equation $σ_{k}(κ(X)) = f(X,ν(X))$. In this note, we give a simple proof of this result.
