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An elementary treatise on differential equations and their applications / H.T.H. Piaggio

By: Material type: TextTextPublication details: CBS Publishers, New Delhi : 2003Description: xviii, 256 pISBN:
  • 8123909098
Subject(s): DDC classification:
  • 515.35 P579
Contents:
1. Introduction and definitions. Elimination. Graphical representations 2. Equations of the first order and first degree 3. Linear equations with constant coefficients 4. Simple partial differential equations 5. Equations of the first order, but not of the first degree 6. Singular solutions 7. Miscellaneous methods for equations of the second and higher orders 8. Numerical approximations to the solution of differential equations 9. Solution in series. Method of frobenius 10. Existence theorems of picard, cauchy and frobenius 11. Ordinary differential equations with three variables and the corresponding curves and surfaces 12. Partial differential equations of the first order. Particular methods 13. Partial differential equations of the first order. General methods 14. Partial differential equations of the second and higher order 15. Miscellaneous methods
List(s) this item appears in: Mathematics
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Item type Current library Call number Status Date due Barcode
Books Books UE-Central Library 515.35 P579 (Browse shelf(Opens below)) Available T3184

includes appendix and index

1. Introduction and definitions. Elimination. Graphical representations
2. Equations of the first order and first degree
3. Linear equations with constant coefficients
4. Simple partial differential equations
5. Equations of the first order, but not of the first degree
6. Singular solutions
7. Miscellaneous methods for equations of the second and higher orders
8. Numerical approximations to the solution of differential equations
9. Solution in series. Method of frobenius
10. Existence theorems of picard, cauchy and frobenius
11. Ordinary differential equations with three variables and the corresponding curves and surfaces
12. Partial differential equations of the first order. Particular methods
13. Partial differential equations of the first order. General methods
14. Partial differential equations of the second and higher order
15. Miscellaneous methods

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