Contents:
- Some Examples
- Linear Problems
- Green's Function
- Method of Complementary Functions
- Method of Adjoints
- Method of Chasing
- Second Order Equations
- Error Estimates in Polynomial Interpolation
- Existence and Uniqueness
- Picard's and Approximate Picard's Method
- Quasilinearization and Approximate Quasilinearization
- Best Possible Results: Weight Function Technique
- Best Possible Results: Shooting Methods
- Monotone Convergence and Further Existence
- Uniqueness Implies Existence
- Compactness Condition and Generalized Solutions
- Uniqueness Implies Uniqueness
- Boundary Value Functions
- Topological Methods
- Best Possible Results: Control Theory Methods
- Matching Methods
- Maximal Solutions
- Maximum Principle
- Infinite Interval Problems
- Equations with Deviating Arguments
Readership: Graduate students, numerical analysts as well as researchers who are studying open problems.
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