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What is more, numerical methods of solving the N-S equations are characterized by the significant time of calculations.
For more numerical methods for solving the variational inequalities and their generalizations in the context of nonconvexity, we refer the reader to [17 20] and the references therein.
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More about numerical methods for solution of general linear systems can be found in [ 13]; more about application of numerical methods specifically for Markov chains is in [ 14].
These reasonable simplifications in the geometry allow the use of more efficient numerical methods.
Several of these flows are re-analyzed with more advanced numerical methods, resulting in improved comparisons with the experimental measurements.
Simplicity and quick convergence is the advantage of the method in comparison with other much more laborious numerical methods requiring extensive computer facilities.
Simplicity and quick convergence is the advantage of the method in comparison with other much more laborious numerical methods which require extensive computer facilities.
Therefore a more efficient numerical method is sought.
Stetter developed the theory proposed by Corless et al. and presented a more general numerical method [24].
More recently numerical method using computational fluid dynamics technique were proposed.
The advantage of the new approach without need of numerical approximation of derivatives is obvious, potentially leading to a more robust numerical method.
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