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Finally, these fuzzy simulations which became basis for genetic algorithm have been suggested for solving problems of this type and discussing numeric examples.
Although various numerical algorithms have been suggested for solving elliptic obstacle problems effectively, most of the algorithms presented in the literature are yet to be improved for both accuracy and efficiency.
An approximate analytical method has been suggested for solving the governing equation for horizontal pin fins subject to condensation while saturated steam flowing over its under laminar forced convection.
Yet, the Large Neighborhood Search technique (LNS) has almost never been suggested for solving such problems, although it has proven its efficiency and flexibility in solving other complex combinatorial optimization problems.
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In this paper, a novel approach is suggested for solving engineering ordinary differential equations (ODEs).
That is why in [2] other methods as well as sweep method are suggested for solving the problem under consideration.
In that paper, two techniques were suggested for solving the time inverse over current relay coordination problem.
A method was suggested for solving problems of theory of elasticity for the analysis of thick plates as well as shells and was known as the MIF.
In this article, the ray tracing method (RTM) for high-frequency plate flexural vibration is suggested for solving the foregoing problems.
To solve the above problems, the variable-order (VO) fractional diffusion equation models have been suggested for use [12].
Additionally, a mathematical method is suggested for model identification that solves a priori flux identifiability problems regarding C labeling experiments in terms of model linearization.
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