报告题目：Exact Homoclinic Orbits and Heteroclinic Families for the Third-OrderSystem Given by Chazy XI (N=3)
报告人：李继彬 教授（浙江师范大学，昆明理工大学）
摘 要：For the differential equation in the Chazy class XI (N=3), their orresponding three-dimensional system is studied, y using dynamical systems methods and Cosgrove's results. In all evel sets, the exact explicit parametric representations of omoclinic orbits, the families of heteroclinic orbits and eriodic orbits, as well as the families of unbounded solutions re obtained. Chaotic dynamics is studied numerically.
时 间： 2010年9月21日（周二）下午2: 30—3: 30