论文标题
关于Hessian方程的曲率估计的注释
Notes on the curvature estimates for Hessian equations
论文作者
论文摘要
本文的主要结果为$ k $曲率方程式的曲率估算提供了全体证明，其右侧右侧为$ n <2k $，基于凹陷不平等。我们进一步给出了不平等的明确下限。
The main result of this paper gives a plenary proof on the curvature estimates for $k$ curvature equations with general right hand sides with $n<2k$ based on a concavity inequality. We further give a explicit lower bound of the inequality.
