新利luck在线·（中国）有限公司官网学术活动预告

报告承办单位: 数学与统计学院

报告题目:  Boundary stabilization for wave equations with Wentzell boundary conditions

报告内容:   In this talk, we talk about the asymptotic behaviours of solutions for linear wave equations with frictional damping only on Wentzell boundary, but without any interior damping. Making some elaborate and subtle analysis of an associated auxiliary system, we obtain an ideal estimate of the resolvent of the generator of the system along the imaginary axis. This enables us to prove that the energies of the system decay polynomially. Our energy stability result presents a solution, in the linear case, to the problem proposed by Cavalcanti et al. (2007), which was put forward as a “hard problem” due to the lack of interior damping.

报告人姓名: 李婵

报告人所在单位: 杭州电子科技大学

报告人职称/职务及学术头衔: 讲师/博士

报告时间:  2020年12月10 日上午 10：00-11：00

报告方式:  腾讯会议929 986 183

报告人简介: 李婵，现任杭州科技大学教师。本科毕业于兰州大学数学学院，博士毕业于复旦大学数学科学学院。研究方向为非线性偏微分方程的理论研究，尤其是有界区域上波动方程的镇定性问题。相关研究论文发表于JDE等国际知名数学杂志。