报告题目：estimates for k-Hessian equations and a rigidity theorem

报告摘要：We derive a concavity inequality for k-Hessian operators under the semiconvexity condition.As an application, we establish interior estimates for semiconvex solutions to the k-Hessian equations with vanishing Dirichlet boundary conditions and obtain a Liouville-type result. This result confirms Chang-Yuan's conjecture under the super quadratic growth condition.

报告人：张瑞珈，北京大学在站博士后。

报告时间：2025年7月15日15:30

报告地点： 修远楼A栋604

主办单位：九游会国际数学与统计学院

联系人：牟双

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