Numerical methods for partial differential equations : proceedings of a conference held in Shanghai, P. R. China, March 25-29, 1987 / Zhu You-lan, Guo Ben-yu

Contents: Kang Feng and Meng Zhao Qin, The symplectic methods for the computation of Hamiltonian equations (pp. 1–37); Hou De Han, The boundary finite element methods for Signorini problems (pp. 38–49); Ming You Huang, A Hamiltonian approximation for nonlinear wave equations on n-dimensional spheres Sn (pp. 50–60); Li Shan Kang, Parallel algorithms and domain decomposition (pp. 61–75); De Yuan Li and Zhen Han, A difference method for degenerate hyperbolic equations of second order (pp. 76–97); Qun Lin and Rui Feng Xie, Error expansions for finite element approximations and their applications (pp. 98–112); He Ping Ma and Ben Yu Guo, The Fourier pseudospectral method with a restrain operator for the M.K.D.V. equation (pp. 113–120); Zhong Xiong Pan, A numerical method for a class of nonlinear fourth order equations (pp. 121–128); Long Jun Shen, Convergence conditions of the explicit and weak implicit finite difference schemes for parabolic systems (pp. 129–140); Shu Min Shen, Finite element approximations for a variational inequality with a nonlinear monotone operator (pp. 141–149); Hua Mo Wu and Yu Hua Wu, Contour dynamics methods for discontinuous vortical flows (pp. 150–164); Jia Mo Xu and Jun An Lu, Optimum domain problems governed by a class of PDE (pp. 165–170); Zhong Hua Yang, Folds of degree 4 and swallowtail catastrophe (pp. 171–183); Lung-an Ying [Long An Ying], Convergence study for viscous splitting in bounded domains (pp. 184–202); Ben Ren Zhu and Mao Yuan Jin, An explicit scheme for an inverse scattering problem and its stability analysis (pp. 203–209); You Lan Zhu and Wen An Yong, On stability and convergence of difference schemes for quasilinear hyperbolic initial-boundary value problems (pp. 210–244).