报告人：钟延生副教授福建师范大学
报告题目：Larger time behaviour stability of solitary waves
时间：2017年9月15日 (星期五) 14:30 ~ 15:30
地点：旗山校区理工北楼601报告厅
主办：数学与信息学院, 福建省分析数学及应用重点实验室
参加对象：感兴趣的教师和数学方向的研究生
报告摘要：In this paper, westudy the large time behaviour stability of solitary waves for the uniformly damped Korteweg-de Vries equation. The KdV equation is the Hamiltonian part and it has a two-dimensional family of relative equilibria. These relative equilibria are soliton-like waves. Solutions of the dissipative system, starting nearing soliton-like wave, are approximated with a long curve on the family of soliton-like waves. The difference in shape between a solution and a quasi-static soliton-like wave approximation is of the order of the damping and it is also expressed in terms of weighted norms, with exponential weights of the form e^{ay} where a>0.
