论文信息 - A second order finite difference analog of the first biharmonic boundary value problem - 字舞流文

A second order finite difference analog of the first biharmonic boundary value problem

J. H. Bramble | J. Bramble

[1] M. Zlámal. Asymptotic Error Estimates in Solving Elliptic Equations of the Fourth Order by the Method of Finite Differences , 1965 .

[2] J. Bramble,et al. New monotone type approximations for elliptic problems , 1964 .

[3] B. E. Hubbard,et al. On the formulation of finite difference analogues of the Dirichlet problem for Poisson's equation , 1962 .

[4] B. E. Hubbard,et al. A Finite Difference Analog of the Neumann Problem for Poisson’s Equation , 1965 .

[5] R. Courant,et al. Über die partiellen Differenzengleichungen der mathematischen Physik , 1928 .

[6] J. H. Bramble,et al. Approximation of Solutions of Mixed Boundary Value Problems for Poisson's Equation by Finite Differences , 1965, JACM.

[7] J. H. Bramble. Error Estimates for Difference Methods in Forced Vibration Problems , 1966 .