AbstractIn this paper the variational iteration method is used to solve a system of nonlinear integral–differential equations. This method is based on optimal identification of Lagrange multipliers in the correction functionals. Numerical examples are given to show effectiveness, convenience and accuracy of the method
AbstractIn this work, the variational iteration method (VIM) is used for analytic treatment of the l...
AbstractThis paper employs the variational iteration method (VIM) to obtain analytical solutions of ...
AbstractThe variational iteration method (VIM) attracted much attention in the past few years as a p...
AbstractInstead of finding a small parameter for solving nonlinear problems through perturbation met...
AbstractThis paper is an elementary introduction to the concepts of variational iteration method. Fi...
AbstractThis paper applies the modified variational iteration method to solve a class of nonlinear p...
AbstractIn this paper, several integral equations are solved by He’s variational iteration method in...
AbstractConsider m functions fi(x1,…,xn), the system of equations fi=0,i=1,…,m and the Newton iterat...
AbstractThis paper presents a new variational iteration algorithm, which provides great freedom in c...
AbstractThe variational iteration method has been one of the most often used analytical methods in t...
AbstractWe extend to n-dimensional case a known multi-point family of iterative methods for solving ...
AbstractThe Newton–Kantorovich method is a well-known method for solving nonlinear integral equation...
AbstractHe’s variational iteration method is applied to the search for the solution of the reaction–...
Preconditioning of systems of nonlinear equations modifies the associated Jacobian and provides rapi...
AbstractThe aim of this article is to introduce a novel Laplace variational numerical scheme, based ...
AbstractIn this work, the variational iteration method (VIM) is used for analytic treatment of the l...
AbstractThis paper employs the variational iteration method (VIM) to obtain analytical solutions of ...
AbstractThe variational iteration method (VIM) attracted much attention in the past few years as a p...
AbstractInstead of finding a small parameter for solving nonlinear problems through perturbation met...
AbstractThis paper is an elementary introduction to the concepts of variational iteration method. Fi...
AbstractThis paper applies the modified variational iteration method to solve a class of nonlinear p...
AbstractIn this paper, several integral equations are solved by He’s variational iteration method in...
AbstractConsider m functions fi(x1,…,xn), the system of equations fi=0,i=1,…,m and the Newton iterat...
AbstractThis paper presents a new variational iteration algorithm, which provides great freedom in c...
AbstractThe variational iteration method has been one of the most often used analytical methods in t...
AbstractWe extend to n-dimensional case a known multi-point family of iterative methods for solving ...
AbstractThe Newton–Kantorovich method is a well-known method for solving nonlinear integral equation...
AbstractHe’s variational iteration method is applied to the search for the solution of the reaction–...
Preconditioning of systems of nonlinear equations modifies the associated Jacobian and provides rapi...
AbstractThe aim of this article is to introduce a novel Laplace variational numerical scheme, based ...
AbstractIn this work, the variational iteration method (VIM) is used for analytic treatment of the l...
AbstractThis paper employs the variational iteration method (VIM) to obtain analytical solutions of ...
AbstractThe variational iteration method (VIM) attracted much attention in the past few years as a p...