The algorithm uses a semi-discrete wave propagation method to find approximate solution of this model numerically.
Jin et al. [20] utilized a Galerkin finite element method to find approximate solution for a multi-term time-fractional diffusion equation.
Solving this problem by the grid method, we find approximate values of the function U in the grid nodes: U i j ≈ U ( x i, y j ), i = 1, …, n ; j = 1, …, m. (10).
In the recent decade it was observed by several editors that many scholars using iteration method to find approximate or exact solutions of complicated equations were not investigating the stability and the convergence of their iterations.
We then design two heuristic placement algorithms embedded with the proposed cell association methods to find approximate solutions for the rechargeable router placement problem.
In the papers "Computational Analysis of the Model Describing HIV Infection of CD4+T Cells" and "Modelling the Aggregation Process of Cellular Slime Mold by the Chemical Attraction," the authors made use of homotopy decomposition method (HDM) to find approximate solutions of nonlinear differential systems.
We propose implicit and explicit algorithms based on Korpelevich's extragradient method [3], viscosity approximation method [4] and Mann's iterative method [5] to find approximate solutions of GSVI (1.1).
A number of methods aim to find approximate (Dost et al., 2008; Pinter et al., 2005; Shlomi et al., 2006) or heuristic (Ay and Kahveci, 2010; Ay et al., 2009; Liao et al., 2009) results in practical time.
"The general method" describes how to find approximate solution of the given two-dimensional integral equations using proposed approach.
Mixed finite element methods are used to find approximate solutions for the optimality systems of equations that characterize the optimal controls.
