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E-raamat: Volterra and Functional Differential Equations

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This book contains twenty four papers, presented at the conference on Volterra and Functional Differential Equations held in Virginia in 1981, on various topics, including Liapunov stability, Volterra equations, integral equations, and functional differential equations.
Part One
1. A Survey of Some Problems and Recent Results for Parameter Estimation and Optimal Control in Delay and Distributed Parameter Systems
2. A Model Riemann Problem for Volterra Equations
3. An Example of Boundary Layer in Delay Equations
4. Some Results on the Liapunov Stability of Functional Equations
5. Some Synthesis Problems for Integral Equations
6. On Volterra Equations with Locally Finite Measures and L8- Perturbations
7. A Nonlinear Conservation Law with Memory
8. Functional Equations as Control Canonical Forms for Distributed Parameter Control Systems and a State Space Theory for Certain Differential Equations of Infinite Order
9. Exponential Dichotomies in Evolutionary Equations: A Preliminary Report
10. On Weighted Measures and a Neutral Functional Differential Equation Part Two
11. A Parameter Dependence Problem in Functional Differential Equations
12. Approximation of Functional Differential Equations by Differential Systems
13. Integrable Resolvent Operators for an Abstract Volterra Equation
14. Asymptotic Expansions of a Penalty Method for Computing a Regulator Problem Governed by Volterra Equations
15. Integrodifferential Equations with Almost Periodic Solutions
16. Weighted L1-Spaces and Resolvents of Volterra Equations
17. A Volterra Equation with Time Dependent Operator
18. Formation of Singularities for a Conservation Law with Damping Term
19. On Obtaining Ultimate Boundedness for a-Contractions
20. Cosine Families, Product Spaces and Initial Value Problems with Nonlocal Boundary Conditions
21. Theory and Numerics of a Quasilinear Parabolic Equation in Rheology
22. On Periodic Solutions in Systems of High Order Differential Equations
23. Differentiability Properties of Pseudoparabolic Point Control Problems
Kenneth B. Hannsgen