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Dynamics of the singular traveling wave systems of the second class: some examples

李继彬教授(浙江师范大学)
2015年5月25日(星期一)15:00-16:00  闵行数学楼127室
 
学术报告(方程组)

摘要:The mathematical modeling of important phenomena arising in physics and biology often leads to nonlinear wave equations. It is quite remarkable that many of these universal equations exhibit a regular behavior, typical of integrable partial differential systems (there exist Hamiltonian structures). And their traveling wave systems are also integrable ordinary differential equations, in which there exist some singular properties. In this talk, we introduce the dynamical behavior for the singular traveling wave systems of the second class. As examples, for some very interesting mathematical models which describe specific natural phenomena, we study the bifurcations and exact solutions of given systems.

主持人:刘兴波
   
 
 
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