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So far, some numerical methods have been investigated.
Some numerical methods have been developed for the solution of VOFMIE.
Some numerical methods are required to solve Equation (8) to obtain Nash equilibrium.
Some numerical methods have been developed using Runge-Kutta methods [6, 7].
Baker [39] introduced some numerical methods for the Volterra integral and integro-differential equations.
Some numerical methods such as the Newton Method [25, 26] can be utilized.
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We also discuss some numerical method specific problems: In the Yee-mesh scheme, the upstream leakage of the magnetic field may become a problem, while the volume average schemes usually require an elliptic solver to reduce the divergence of the magnetic field.
Some of numerical methods usually use techniques based on a projection in terms of some basis functions or use some quadrature formulas, and the convergence rate of these methods are usually of polynomial order with respect to N, where N represents the number of terms of the expansion or the number of points of the quadrature formula.
DTM is compared with some other numerical methods.
Thus they must be solved by using some efficient numerical methods.
Some other numerical methods may be studied in [12, 13, 14].
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