Modified variational iteration method (nonlinear homogeneous initial value problem)
Abstract
No abstract recorded for this item.
Similar items
Modified variational iteration method (non-homogeneous initial value problem)
Application of the Variational Iteration Method to the Initial Value Problems of Q-difference Equations-Some Examples
Modified Variational Iteration Method for a Boundary Layer Problem in Unbounded Domain
In this paper, we apply the modified variational iteration method for solving the boundary layer problem in unbounded domain. The suggested modification is made by introducing He’s polynomials in the correction functional. The fact that the proposed modified variational iteration
Application of Modified Variational Iteration Method to the Bratu-Type Problems
This paper deals with the boundary and initial value problems for the Bratu-type model by using the modified variational iteration method. The efficiency of this modified method is to provide the analytical or approximate solutions to linear and nonlinear equations without the in
A New Iterative Method for Solving Initial Value Problems
In this paper, we introduce a new parameter iteration method (P-Iteration for short) ,which can be applied on Adams-Moulton methods to solve initial value problems. Compared with Jacobi iteration method, it has three advantages: (1) it may significantly implement the stable regio
Variational Iteration Method for A Boundary Value Problem with Left and Right Fractional Derivatives
This article studies the variational framework for a boundary value problem involving in left and right fractional derivatives. It presents the sufficient conditions and the absolute error between the approximate solutions and exact solutions. The method is easily computable and