应6163银河线路检测中心数学系赵景军教授的邀请，美国爱荷华大学数学系韩渭敏教授将于近日来公司讲学，欢迎感兴趣的师生参加！

报告题目：Numerical Analysis of Elliptic Hemivariational Inequalities

报告时间：2017年6月16日9:30-10:30

报告地点：格物楼503会议室

报告摘要：

Inequality problems in mechanics can be divided into two main categories: that of variational inequalities concerned with convex energy functional (potentials), and that of hemivariational inequalities concerned with nonsmooth and nonconvex energy functional (superpotentials).  Through the formulation of hemivariational inequalities, problems involving nonmonotone, nonsmooth and multivalued constitutive laws, forces, and boundary conditions can be treated successfully. Hemivariational inequalities have been shown to be very useful across a wide variety of subjects, ranging from nonsmooth mechanics, physics, engineering, to economics.

This talk starts with a gentle description of the basic notions and ideas of the theory of hemivariational inequalities.  We then present new results on convergence and optimal order error estimates for numerical solutions of elliptic hemivariational inequalities.  Numerical examples are shown on the performance of the numerical methods, including numerical convergence orders.

 个人简介详见附件：韩渭敏教授个人简介.pdf