TY  - BOOK
AU  - Nagle,R.Kent
AU  - Saff,E.B.
AU  - Snider,Arthur David
TI  - Fundamentals of differential equations and boundary value problems
SN  - 020133867X
U1  - 515.35 
PY  - 2000///
CY  - Reading, Mass.
PB  - Addison-Wesley Longman
KW  - Boundary value problems
KW  - Differential equations
N1  - TCSS : Copy is in hardcover binding (93630); Chapter 1. Introduction. - Chapter 2. First order differential equations. - Chapter 3. Mathematical models and numerical methods involving first order equations. - Chapter 4. Linear second order equations. - Chapter 5. Introduction to systems and phase plane analysis. - Chapter 6. Theory of higher-order linear differential equations. - Chapter 7. Laplace transforms. - Chapter 8. Series solutions of differential equations. - Chapter 9. Matrix methods for linear systems. - Chapter 10. Partial differential equations. - Chapter 11. Eigenvalue problems and sturm-liouville equations. - Chapter 12. Stability of autonomous systems. - Chapter 13. Existence and uniqueness theory. - Appendices. - Answers to odd-numbered problems. - Index; Accompanied by 1 computer laser optical disc (4 3/4 in.) : Interactive differential equations : 2000 release [by] Beverly West ... [et al.] ; Software designer: Hubert Hohn. ISBN 0201704390
N2  - Fundamentals of Differential Equations and Boundary Value Problems is designed to serve the needs of a one- or two-semester course in basic theory as well as applications of differential equations. - Preface
ER  -