Differential equations with mathematica.

By: Abell, Martha LContributor(s): James P. BraseltonMaterial type: TextTextLanguage: ENG. Publication details: New York. : Elsevier, 2016Edition: 4th edDescription: xiv ; 865 p. PAPER BACK 23.5cmISBN: 9780128047767Subject(s): Differential equations -- Data processing. Mathematica (Computer file)DDC classification: 515.35
Contents:
Contents 1. Introduction to differential equations 2. First-Order ordinary differential equations 3. Applications of first-order equations 4. Higher-order differential equations 5. Applications of higher-order differential equations 6. Systems of ordinary differential equations 7. Applications of systems of ordinary differential equations 8. Laplace transform methods 9. Eigenvalue problems and Fourier series 10. Partial differential equations Appendix: Getting started The Mathematica menu Bibliography Index.
Summary: Differential Equations with Mathematica.
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Books Books ADBU Azara Campus Library
Mathematics
ADBU Azara Campus Library
Mathematics
Reference 515.35 ABE. (Browse shelf(Opens below)) 1 Not For Loan Placed in Azara Campus Library Reference Section 16461
Books Books ADBU Azara Campus Library
Mathematics
ADBU Azara Campus Library
Mathematics
Reference 515.35 ABE. (Browse shelf(Opens below)) 2 Not For Loan Placed in Azara Campus Library Reference Section 16462
Books Books ADBU Azara Campus Library
Mathematics
ADBU Azara Campus Library
Mathematics
Reference 515.35 ABE. (Browse shelf(Opens below)) 3 Not For Loan Placed in Azara Campus Library Reference Section 16652
Reference Reference ADBU Tapesia Campus Library
Mathematics
ADBU Tapesia Campus Library
Mathematics
Reference 515.35 ABE. (Browse shelf(Opens below)) 1 Not For Loan Placed in Tapesia Library - Mathematics U4479
Books Books ADBU Tapesia Campus Library
Mathematics
ADBU Tapesia Campus Library
Mathematics
Non-fiction 515.35 ABE. (Browse shelf(Opens below)) 2 Available Placed in Tapesia Library - Mathematics U4480

Mathematics

Contents
1. Introduction to differential equations
2. First-Order ordinary differential equations
3. Applications of first-order equations
4. Higher-order differential equations
5. Applications of higher-order differential equations
6. Systems of ordinary differential equations
7. Applications of systems of ordinary differential equations
8. Laplace transform methods
9. Eigenvalue problems and Fourier series
10. Partial differential equations
Appendix: Getting started
The Mathematica menu
Bibliography
Index.

Differential Equations with Mathematica.

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