000			01150nam a22001577a 4500
008			231120b |||||||| |||| 00| 0 eng d
020			_a978-81-265-1537-0
082			_223 _a515.35 _bROS
100			_aRoss, Shepley L.
245			_aDifferential Equations:/ _cShepley L. Ross- _heng
250			_a3rd ed.
260			_aNew Delhi: _bWiley, _c2004
300			_avii, 807p. _bsoftbound _c14.5x22cm.
505			_a1. Differential equations and their solutions 2. First-order equations for which exact solutions are obtainable 3. Applications of First-order equations 4. Explicit methods of solving higher-order linear differential equations 5. Applications of Second-order linear differential equations with constant coefficients 6. Series Solutions of linear differential equations 7. Systems of linear differential equations 8. Approximate methods of solving first-order equations 9. The Laplace Transform 10. existence and uniqueness theory 11. The theory of linear differential equations 12. Strum-liouville boundry-value problems and fourier series 13. Nonlinear differential equations 14. Partial differential equations
942			_2ddc _cBK
999			_c8621 _d8621