报告主题：孤立子气理论的介绍

主讲人：王福东助理教授（大湾区大学）

主持人：吴成发

时 间：2024年7月11日周四15：30

地 点：深圳大学致知楼706

嘉宾简介：

王福东，助理教授，现任职于大湾区大学。研究方向包括孤子理论（非线性薛定谔方程、孤子气理论）、矩阵李曼希尔伯特问题、渐进态分析以及位势论。在Journal of Physics A, Journal of Nonlinear Science, Studies in Applied Math等期刊发表文章8篇。

报告摘要：

Solitons are fundamental in nonlinear wave theory, particularly in understanding wave dynamics through integrable nonlinear equations featuring N-soliton solutions. This presentation focuses on the soliton gas, which represents an infinite-soliton solution. We discuss two primary methods for constructing the soliton gas: the inverse scattering method and the approach via Riemann surfaces. Recent research advancements in soliton gas theory are also explored, including investigations into the long-time asymptotics of soliton gas solutions, averaged conservation laws of soliton gases, and the kurtosis properties of specific soliton gas configurations.