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Applied Differential Equations

Applied Differential Equations - 3rd edition

ISBN13: 978-0130400970

Cover of Applied Differential Equations 3RD 81 (ISBN 978-0130400970)
ISBN13: 978-0130400970
ISBN10: 0130400971
Cover type:
Edition/Copyright: 3RD 81
Publisher: Prentice Hall, Inc.
Published: 1981
International: No

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Applied Differential Equations - 3RD 81 edition

ISBN13: 978-0130400970

Murray R. Spiegal

ISBN13: 978-0130400970
ISBN10: 0130400971
Cover type:
Edition/Copyright: 3RD 81
Publisher: Prentice Hall, Inc.

Published: 1981
International: No
Summary

I. ORDINARY DIFFERENTIAL EQUATIONS. 1. Differential Equations in General. 2. First-Order and Simple Higher-Order Ordinary Differential Equations. 3. Applications of First-Order and Simple Higher-Order Differential Equations. 4. Linear Differential Equations. 5. Applications of Linear Differential Equations. 6. Solution of Linear Differential Equations by Laplace Transforms. 7. Solution of Differential Equations by Use of Series. 8. Orthogonal Functions and Sturm-Liouville Problems. 9. The Numerical Solution of Differential Equations. II. SYSTEMS OF ORDINARY DIFFERENTIAL EQUATIONS. 10. Systems of Differential Equations and Their Applications. 11. Further Theory and Application of Non-linear Systems of Differential Equations. 12. Matrix Eigenvalue Methods for Systems of Linear Differential Equations. III. PARTIAL DIFFERENTIAL EQUATIONS. 13. Partial Differential Equations in General. 14. Solutions of Boundary Value Problems Using Fourier Series. 15. Solutions of Boundary Value Problems Using Bessel and Legendre Functions.

Table of Contents

I. ORDINARY DIFFERENTIAL EQUATIONS. 1. Differential Equations in General. 2. First-Order and Simple Higher-Order Ordinary Differential Equations. 3. Applications of First-Order and Simple Higher-Order Differential Equations. 4. Linear Differential Equations. 5. Applications of Linear Differential Equations. 6. Solution of Linear Differential Equations by Laplace Transforms. 7. Solution of Differential Equations by Use of Series. 8. Orthogonal Functions and Sturm-Liouville Problems. 9. The Numerical Solution of Differential Equations. II. SYSTEMS OF ORDINARY DIFFERENTIAL EQUATIONS. 10. Systems of Differential Equations and Their Applications. 11. Further Theory and Application of Non-linear Systems of Differential Equations. 12. Matrix Eigenvalue Methods for Systems of Linear Differential Equations. III. PARTIAL DIFFERENTIAL EQUATIONS. 13. Partial Differential Equations in General. 14. Solutions of Boundary Value Problems Using Fourier Series. 15. Solutions of Boundary Value Problems Using Bessel and Legendre Functions.
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