Differential Equations and Boundary Value Problems – Edwards & Penney – 2nd Edition


For introductory courses in .This text provides the conceptual and geometric visualization of a modern equations course while maintaining the solid foundation of algebraic techniques that are still essential to and .

It reflects the new excitement in differential equations as the availability of technical computing environments likeMaple, Mathematica, and MATLAB reshape the role and applications of the discipline. New has motivated a shift in emphasis from traditional, manual to both qualitative and -based that render accessible a wider range of realistic applications. With this in mind, the text augments core skills with conceptual perspectives that students will need for the effective use of differential equations in their subsequent work and study.

Table of Content

1. First Order Differential Equations.
2. Mathematical Models and Numerical Methods.
3. Linear Equations of Higher Order.
4. Introduction to Systems of Differential Equations.
5. Linear Systems of Differential Equations.
6. Nonlinear Systems and Phenomena.
7. Laplace Transform Methods.
8. Power Series Methods.
9. Fourier Series Methods.
10. Eigenvalues and Boundary Value Problems.
Appendix: Existence and Uniqueness of Solutions.
Answers to Selected Problems.

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