Table of Contents

Preface
Chapter 1. Existence and Uniqueness of Solutions
Chapter 2. Existence and Uniqueness of Solutions (Continued)
Chapter 3. Linear Differential Equations
Chapter 4. Linear Systems with Isolated Singularities: Singularities
Chapter 5. Linear Systems with Isolated Singularities: Singularities
Chapter 6. Asymptotic Behavior of Linear System Containing a Large Parameter
Chapter 7. Self-Adjoint Eigenvalue Problem on a Finite Interval
Chapter 8. Oscillation and Comparison Theorems for Second-Order Linear Equations and Application
Chapter 9. Singular Self-Adjoint Boundary-Value Problems For Second-Order Equations
Chapter 10. Singular Self-Adjoint Boundary-Value Problems for nTh-Order Equations
Chapter 11. Algebraic Properties of Linear Boundary-Value Problems on a Finite Interval
Chapter 12. Non-Self-Adjoint Boundary-Value Problems
Chapter 13. Asymptotic Behavior of Nonlinear Systems: Stability
Chapter 14. Perturbation of Systems Having a Periodic Solution
Chapter 15. Perturbation Theory of Two-Dimensional Real Autonomous Systems
Chapter 16. The Poincare-Bendixson Theory of Two-Dimensional Autonomous Systems
Chapter 17. Differential Equations on a Torus
References
Index

About the Author

EARL A. CODDINGTON
He is a Assistant Professor of Methematics in University of California, Los Angeles



NORMAN LEVINSON
He is a Professor of Mathematics in Massachusetts Institute of Technology