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主讲人简介：
吴昊，复旦大学数学科学学院教授， 获得全国百篇优秀博士论文提名奖， 曾经受邀访问美国、意大利等多个国家。
内容摘要：
In this talk, we consider a full Navier-Stokes and $Q$-tensorsystem for incompressible liquid crystal flows of nematic type.In the twodimensional periodic case, we prove the existence and uniqueness of globalstrong solutions that areuniformlybounded in time. This result is obtained without any smallness assumption onthe physical parameter$\xi$ that measures the ratio between tumbling and aligning effects of a shearflow exerting over the liquidcrystal directors. Moreover, we discuss the long-time behavior of the system.
讲座主持：秦玉明
讲座语言：英文
视频： 摄影： 撰写：秦玉明 信息员：唐晓亮 编辑：孙庆华
