Computational methods for integral equations: Frontmatter

Preface Introduction 1. The space L2(a,b) 2. Numerical quadrature 3. Introduction to the theory of linear integral equations of the second kind 4. The Nystrom (quadrature) method for Fredholm equations of the second kind 5. Quadrature methods for Volterra equations of the second kind 6. Eigenvalue problems and the Fredholm alternative 7. Expansion methods for Freholm equations of the second kind 8. Numerical techniques for expansion methods 9. Analysis of the Galerkin method with orthogonal basis 10. Numerical performance of algorithms for Fredholm equations of the second kind 11. Singular integral equations 12. Integral equations of the first kind 13. Integro-differential equations Appendix References Index.