赌博网站 学术报告[2026] 008号

（高水平大学建设系列报告1267号）

报告题目: Gibbs measures and Gibbs dynamics for nonlinear dispersive partial differential equations

报告人：王玉昭 教授（伯明翰大学、大连理工大学）

报告时间：2026年1月17日11:10-12:10

报告地点： 汇星楼514                                              

报告内容：In this talk, I will discuss recent progress on constructing Gibbs measures and their associated dynamics for nonlinear partial differential equations. In particular, I will review how this subject has evolved to its current shape since the seminal work of Bourgain in the 1990s. Bourgain's introduction of the Fourier restriction norm method, rigorous construction of the focusing Gibbs measure, and the invention of the invariant measure argument to globalise local dynamics have been foundational. Recent advancements have built upon these pillars, with Barashkov and Gubinelli's variational argument, the concept of para-controlled distributions, and Deng-Nahmod-Yue's random average operator and random tensor arguments further advancing the understanding of this field.

报告人简介：王玉昭教授博士毕业于北京大学，长期从事偏微分方程理论研究。研究成果发表于 Advances in Mathematics、Communications in Mathematical Physics、Proceedings of the London Mathematical Society、Journal of Functional Analysis、Communications in Partial Differential Equations（CPDE）以及 SIAM Journal on Mathematical Analysis 等国际重要期刊。

欢迎师生参加！

邀请人：叶海龙                                              

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