Publications of TaiXi Xu

• TaiXi Xu, WeiHua Mu & ZhiJun Qiao: A finite-dimensional integrable system associated with a polynomial eigenvalue problem. Int. J. Math. Math. Sci. 2006, Art. ID 13479.
• ZhongDing Li & TaiXi Xu: Reduction of infinite dimensional equations. Electron. J. Differential Equations 2006, No. 17.
• Rudolf Schmid, TaiXi Xu & ZhongDing Li: A finite-dimensional completely integrable system associated with the WKI- and Heisenberg hierarchies. Nonlinear evolution equations and dynamical systems (Kolimbary, 1999). J. Nonlinear Math. Phys. 8 (2001), suppl., 261-265.
• ZhongWei Zha, WeiHua Mu & TaiXi Xu: A finite-dimensional completely integrable system and the involutive representation of solutions of MDWW equation. Math. Appl. (Wuhan) 9 (1996), 15-22.
• TaiXi Xu, WeiHua Mu & ZhongWei Zha: A classical integrable Neumann system and the nonlinearization of the Lax pair for classical Boussinesq hierarchy. Math. Appl. (Wuhan) 7 (1994), 264-268.
• TaiXi Xu: A hierarchy of completely integrable Neumann systems associated with y_{xx} =(u_0 +u_1 lambda +u_2 lambda^2 +u_3 lambda^3 -lambda^4) y. Northeast. Math. J. 8 (1992), 96-102.
• TaiXi Xu & XianGuo Geng: A completely integrable Neumann system in Liouville sense. Chinese Sci. Bull. 35 (1990), 1859-1861.
• TaiXi Xu & WeiHua Mu: Finite-dimensional completely integrable systems associated with the Harry Dym and the coupled Harry Dym hierarchies. Phys. Lett. A147 (1990), 125-129.
• YunBo Zeng, TaiXi Xu & YiShen Li: A hierarchy of integrable Hamiltonian systems associated with phi_{xx}=(lambda_3 -u_0 -lambda u_1 -lambda^2 u_2) phi. Phys. Lett. A144 (1990), 75-80.