讲座人简介： 邹广安，河南大学副教授，中国科学院大学博士，北京大学、英国斯旺西大学访问学者，河南省高校青年骨干教师，美国数学会评论员。主要从事偏微分方程数值解及其应用，在《Journal of Computational Physics》、《Journal of Scientific Computing》、《Advances in Computational Mathematics》、《ESAIM: M2AN》、《BIT Numerical Mathematics》等计算数学权威期刊发表了20余篇学术论文，主持和参与了多项国家级、省部级项目及横向课题，曾获河南省青少年科技创新奖、河南省教育厅科技成果一等奖、河南省自然科学优秀学术论文一等奖等。

讲座简介：In this talk, we derive a hydrodynamic model of ferromagnetic nematic liquid crystal flow. A novel linear, decoupled discontinuous Galerkin scheme is proposed for solving this system. We rigorously prove the unconditional energy stability and optimal error estimates of the proposed scheme. Finally, several numerical examples are performed to numerically demonstrate the accuracy, energy stability, and applicability of the proposed scheme.