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Our method of approximating a solution of (2.1) is similar to that of [4].
In this section, we consider the problem of approximating a solution of the equilibrium problem.
Second, we consider the problem of approximating a solution of a family of variational inequalities.
As a particular case of Algorithm 1, we have the following algorithm for approximating a solution to SCVIP (1a,b).
Based on above arguments, we propose the following iterative method for approximating a solution to SNVIP (2a,b).
Forum 14: 89-97, 2009) derived an iterative algorithm for approximating a solution of the considered system.
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Other efforts include rule-based methods (Li and Jiang, 2005; Qian and Beckmann, 2002), which approximates a solution by minimizing recombinations in the pedigree (MRHC).
The equation of homomorphism is stable if every "approximate" solution can be approximated by a solution of this equation.
It is clear that any (generalized) type II LP approximating solution sequence is a (generalized) type I LP approximating solution sequence.
There are many methods discussed in the literature to approximate a periodic solution.
From Lemma 2.1 we obtain an approximated solution, its complexity is about (4n^{2}) flops.
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