Integrable symplectic map and r-matrix structure in finite dimensions
主 题: Integrable symplectic map and r-matrix structure in finite dimensions
报告人: Prof.. Zhijun Qiao (University of Texas Pan-American )
时 间: 2009-01-06 下午 3:00
地 点: 理科一号楼 1303
In my talk I will introdcuce integrable symplectic map and r-matrix structure. Toda lattice will be taken as an example for detailed procedure. The tool of constraint and nonlinearization approach will be involved in.
