The method is conservative if we include the states in the mixed cells, which are however not used in the updating of the numerical solution in other cells.
The continual updating of pullers requires constructive solutions and control systems.
With the technique proposed here, the updating of the distribution function requires the solution of a linear system of equations, even though the BGK model is highly non linear.
This paper presents a new strategy to update position of solution during local leader phase using fitness of individuals.
Karp, for example, spoke about separating the service layer from the operational layer in order to simplify the processes of updating front-end solutions in future.
In 2000, Noor [9] first introduced a three-step iterative sequence and studied the approximate solutions of variational inclusion in Hilbert spaces by using the techniques of updating the solution and the auxiliary principle.
In recent years, much attention have been given to develop a class of two-step and three-step iterative methods for solving the variational inclusions and inequalities using the technique of updating the solution.
To overcome these drawbacks, Noor [2, 3] used the technique of updating the solution to suggest the two-step (or predictor-corrector) method for solving the variational inequality (1.2).
The iteration schemes for the other governing dependent variables are developed in a similar manner but now using the updated solutions of the variables determined in the previous equation.
