时间：2019年9月6日星期五下午16：00-17：00

地点：南校区3B302

讲座题目：Studies on Bifurcations and Exact Solutions of Several Nonlinear Equations

讲座摘要：

Abstrct: Nonlinear equations are important mathematical models for describing natural phenomena and are one of the forefront topics in the studies of nonlinear mathematical physics, especially in the studies of soliton theory. The research on the explicit and exact solutions and on the qualitative analysis is helpful in understanding the motion laws of the nonlinear systems under the nonlinear interactions, explaining the corresponding natural phenomena reasonably, describing the essential properties of the nonlinear systems more deeply, and promoting greatly the development of engineering technology and related subjects such as physics, mechanics and applied mathematics. By using the method of dynamical systems, we research the bifurcations and exact solutions of several nonlinear equations derived from physical problems. The rich dynamic properties of these nonlinear models are revealed.

个人简介：

朱文静 博士，河南新乡人，2018年在浙江师范大学数学系获博士学位，师从 李继彬 教授。现就职于中国计量大学理学院。研究方向：微分方程与动力系统，非线性动力系统的分支问题与精确解。在SCI、国内核心等期刊上已经发表十多篇学术论文。主持国家自然科学基金青年项目一项。