韩国队VS土库曼斯坦队-Inverse problems for several partial differential equations in mathematical physics by Carleman estimates
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    今邀请日本东京大学特任研究员黄欣驰博士来我校访问交流,届时将与我校有关专家学者进行学术交流。欢迎广大师生踊跃参加!

    报告题目:Inverse problems for several partial differential equations in mathematical physics by Carleman estimates

    报告时间:20191119日(周二)下午3:00

    报告地点:15号教学楼430室

     

    附件:黄欣驰博士简介

     

                     数学与统计学院

                 科学技术处

                              2019118

     

    附件

     

    黄欣驰博士简介

     

    黄欣驰博士本科就读于复旦大学(2009-2013),毕业后,前往日本东京大学数理科学研究科攻读硕士博士学位(2014-2019),导师为山本昌宏教授。2019-至今,日本东京大学大学院数理科学研究科,特任研究员。主持经费一项:Grant-in-Aid for Research Activity start-up 19K23400。在国际知名期刊如:Inverse Problems,JMAA,Evolution Equations & Control Theory 发表论文7篇。

        摘要:In this talk, we consider several inverse problems for three kinds of evolution equations including the magnetohydrodynamics system, the time-fractional differential equation and the magnetic Schrödinger equation. Carleman estimate, an L2-weighted estimate with large parameters for solution to a partial differential equation, is one of the robust and powerful tools in treating inverse problems.By applying Bukhgeim-Klibanov method based on Carleman estimate, we prove the stability results for these inverse problems with boundary measurements.

     


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