Andere Kunden interessierten sich auch für
![Convergence and Stability of Modified Adomian Decomposition Method]( "Convergence and Stability of Modified Adomian Decomposition Method")
Convergence and Stability of Modified Adomian Decomposition Method32,99 €![Adjusted Adomian Decomposition Strategy]( "Adjusted Adomian Decomposition Strategy")
Adjusted Adomian Decomposition Strategy26,99 €![Bessel Function And The Modified Bessel Function]( "Bessel Function And The Modified Bessel Function")
Bessel Function And The Modified Bessel Function26,99 €![Statistical Approach For Validating A Modified Laboratory Method]( "Statistical Approach For Validating A Modified Laboratory Method")
Statistical Approach For Validating A Modified Laboratory Method36,99 €![Modified Homotopy Analysis Method]( "Modified Homotopy Analysis Method")
Modified Homotopy Analysis Method40,99 €![Modified nonlinear CG algorithms with application in Neural Networks]( "Modified nonlinear CG algorithms with application in Neural Networks")
Modified nonlinear CG algorithms with application in Neural Networks40,99 €![Modified Algorithms for solving Volterra-Fredholm Integral Equations]( "Modified Algorithms for solving Volterra-Fredholm Integral Equations")
Modified Algorithms for solving Volterra-Fredholm Integral Equations36,99 €
Adomian s decomposition method is a useful and powerful method for solving linear and nonlinear ordinary differential equations. In this book we consider singular initial value problems, singular boundary value problems, boundary value problems and nonlinear oscillatory equations. Singular initial-value problems in second-order ordinary differential equations of Lane-Emden type are investigated.In this study, we shall introduce a further development in the Adomian decomposition method to overcome the difficulty at linear and non-linear Lane-Emden-like equations; especially when the singularity appears two times on the left -hand side of this type of equations. A more general concept of this type of initial-value problems is introduced with various examples. The numerical results of these examples are compared with exact solutions when available. A fast and accurate algorithm is developed for the solution of higher order boundary value problems with boundary conditions. A modifiedform of the Adomian decomposition method is applied to construct the numerical solution for such problems.