Introduction to differential equations / by Ray Redheffer with Dan Port.

By: Redheffer, Raymond MContributor(s): Port, Dan | Redheffer, Raymond M. Differential equationsMaterial type: TextTextPublisher: Boston : Jones and Bartlett Publishers, c1992Description: xii, 468 pages : illustrations ; 27 cmContent type: text Media type: unmediated Carrier type: volumeISBN: 0867202890 (hardbound)Subject(s): Differential equations
Contents:
Contents: 1. Introduction -- 2. Methods of solution -- 3. Applications -- 4. Fundamentals principles -- 5. Applications -- 6. Linear Second order, constant -- 7. Applications -- 8. Linear higher order, constant -- 9. Applications -- 10. Linear second order, variable -- 11. Linear higher order, variable -- 12. Power-series solutions -- 13. Generalized power series -- 14. Existence theory -- 145. Matrices and linear systems -- 16. Eigenvalues and eigenvectors -- 17. The matrix exponential -- 18. Boundaries-value problems -- 19. The phase plane -- 20. A survey of nonlinear problems -- 21. The laplace transform -- 22. Applications -- 23. Numerical methods
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Item type Current location Call number Status Date due Barcode
Book Book College Library
Reserved (Main)
515.35 R24 1992 (Browse shelf) Available
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513.1 Au38 2012 Basic college mathematics : 513.1 Au38 2012 Basic college mathematics : 515.15 L53 1996 The calculus 7 / 515.35 R24 1992 Introduction to differential equations / 515 L61 2014 Calculus with applications / 515 St49 2003 Calculus : 515 St49 2018 Calculus :

Companion vol. to: Differential equations. c1991.

Includes index.

Contents: 1. Introduction -- 2. Methods of solution -- 3. Applications -- 4. Fundamentals principles -- 5. Applications -- 6. Linear Second order, constant -- 7. Applications -- 8. Linear higher order, constant -- 9. Applications -- 10. Linear second order, variable -- 11. Linear higher order, variable -- 12. Power-series solutions -- 13. Generalized power series -- 14. Existence theory -- 145. Matrices and linear systems -- 16. Eigenvalues and eigenvectors -- 17. The matrix exponential -- 18. Boundaries-value problems -- 19. The phase plane -- 20. A survey of nonlinear problems -- 21. The laplace transform -- 22. Applications -- 23. Numerical methods

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