Preface 1. Classification and examples of integral equations 2. Second order ordinary differential equations and integral equations 3. Integral equations of the second kind 4. Compact operators 5. The spectrum of a compact self-adjoint operator 6. Positive operators 7. Approximation methods for eigenvalues and eigenvectors of self-adjoint operators 8. Approximation methods for inhomogeneous integral equations 9. Some singular integral equations Appendixes Notation index Index.
Preface 1. Classification and examples of integral equations 2. Second order ordinary differential equations and integral equations 3. Integral equations of the second kind 4. Compact operators 5. The spectrum of a compact self-adjoint operator 6. Positive operators 7. Approximation methods for eigenvalues and eigenvectors of self-adjoint operators 8. Approximation methods for inhomogeneous integral equations 9. Some singular integral equations Appendixes Notation index Index.
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