Adomian Decomposition Method for Solving Coupled KdV Equations
Journal Title: JOURNAL OF ADVANCES IN MATHEMATICS - Year 2015, Vol 10, Issue 5
Abstract
In this article, we study a numerical solution of the coupled kdv equation with initial condition by the Adomian Decomposition Method.The solution is calculated in the form of aconvergent power series with easily computable components. Numerical results obtained by this method have been compared with the exact solution to show that the Adomian Decomposition method is a powerful method for the solution of coupled kdv equation.
Authors and Affiliations
maha shehata mohamed
Keywords
Related Articles
- EP ID EP651469
- DOI 10.24297/jam.v10i5.1627
- Views 154
- Downloads 0
RESTRICTED CANCELLATION AND WEAKLY RESTRICTED CANCELLATION FUZZY MODULES
In this paper, we introduce and study (restricted cancellation, weakly restricted cancellation) fuzzy modules as generalization of notions restricted cancellation (weakly restricted cancellation) modules. We give many ba...
ON ABEL CONVERGENT SERIES OF FUNCTIONS
In this paper, we are concerned with Abel uniform convergence and Abel pointwise convergence of series of real functions where a series of functions Σ fn is called Abel uniformly convergent to a function f if for each "...
SOFT α-COMPACTNESS VIA SOFT IDEALS
In the present paper, we have continued to study the properties of soft topological spaces. We introduce new types of soft compactness based on the soft ideal Ĩ in a soft topological space (X, τ, E) namely, soft αI-co...
On the bounds of the expected nearest neighbor distance
In this paper, we give some contributions for special distributions having unbounded support for which we derive upper and lower bounds on the expected nearest neighbor distance of the extreme value (Gu...
On the sulutions of a fractional differemtial equation
We have showed the results obtained in [1] are incorrect and the fractional complex transform is invalid to the fractional differential equation which contain modified Riemann-Liouville fractional derivative.