Numerical Solution of Differential Equations

. Introduction
Part I. Finite Difference Methods:
2. Finite difference methods for 1D boundary value problems
3. Finite difference methods for 2D elliptic PDEs
4. FD methods for parabolic PDEs
5. Finite difference methods for hyperbolic PDEs
Part II. Finite Element Methods:
6. Finite element methods for 1D boundary value problems
7. Theoretical foundations of the finite element method
8. Issues of the FE method in one space dimension
9. The finite element method for 2D elliptic PDEs
Appendix. Numerical solutions of initial value problems
References
Index.