Earl D. Rainville,
Richard E. Bedient,
Phillip E. Bedient
Elementary Differential Equations
Pearson New International Edition
Paperback Engels 2013 8e druk 9781292042695Levertijd ± 9 werkdagen
Gratis verzonden
Samenvatting
Appropriate for introductory courses in Differential Equations. This clear, concise fairly easy classic text is particularly well-suited to courses that emphasize finding solutions to differential equations where applications play an important role. Many illustrative examples in each chapter help the student to understand the subject. Computer applications new to this edition.
Specificaties
ISBN13:9781292042695
Taal:Engels
Bindwijze:Paperback
Aantal pagina's:544
Uitgever:Pearson Education
Druk:8
Lezersrecensies
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Inhoudsopgave
1. Definitions; Families of Curves.
2. Equations of Order One.
3. Numerical Methods.
4. Elementary Applications.
5. Additional Topics on Equations of Order One.
6. Linear Differential Equations.
7. Linear Equations with Constant Coefficients.
8. Nonhomogeneous Equations: Undetermined Coefficients.
9. Variation of Parameters.
10. Applications.
11. Linear Systems of Equations.
12. Nonhomogeneous Systems of Equations.
13. The Existence and Uniqueness of Solutions.
14. The Laplace Transform.
15. Inverse Transforms.
16. Nonlinear Equations.
17. Power Series Solutions.
18. Solutions Near Regular Singular Points.
19. Equations of Hypergeometric Type.
20. Partial Differential Equations.
21. Orthogonal Sets of Functions.
22. Fourier Series.
23. Boundary Value Problems.
24. Additional Properties of the Laplace Transform.
25. Partial Differential Equations Transform Methods.
Answers to Odd-numbered Exercises.
Index.
2. Equations of Order One.
3. Numerical Methods.
4. Elementary Applications.
5. Additional Topics on Equations of Order One.
6. Linear Differential Equations.
7. Linear Equations with Constant Coefficients.
8. Nonhomogeneous Equations: Undetermined Coefficients.
9. Variation of Parameters.
10. Applications.
11. Linear Systems of Equations.
12. Nonhomogeneous Systems of Equations.
13. The Existence and Uniqueness of Solutions.
14. The Laplace Transform.
15. Inverse Transforms.
16. Nonlinear Equations.
17. Power Series Solutions.
18. Solutions Near Regular Singular Points.
19. Equations of Hypergeometric Type.
20. Partial Differential Equations.
21. Orthogonal Sets of Functions.
22. Fourier Series.
23. Boundary Value Problems.
24. Additional Properties of the Laplace Transform.
25. Partial Differential Equations Transform Methods.
Answers to Odd-numbered Exercises.
Index.
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