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Furthermore, Mainardi et al. [14] discussed the fundamental solutions of space-time diffusion equation of fractional order using the Fourier and Laplace integral transforms and Mittag-Leffler functions, in which the fundamental solution can only be expressed as a convolution form of a Green function and the initial value function, which is then computed.

This method involves a solution of space and time variables.

A scheme based on the finite volume method for the solution of space fractional diffusion equation was investigated by Liu et al. [12].

So the analytical method and bivariate arc tangent function are adopted to solve the inverse solution of space robot in this paper.

So the obtaining of magnetospheric plasma pressure distribution can be one of the main step in the solution of space weather problem.

Thus, the optimal-Pareto solution set represents the best solutions of exploration space.

Kurulay [26] found approximate and exact solutions of the space- and time-fractional Burgers equations.

Although there will not be any issue for parameter sensitivity in our system because of linear events, multiple solutions of parameter space, Js, can occur [13].

In this section we study VIM solutions of the space-time fractional Burgers' equation.

Let u and v be two different solutions of the space-time fractional Burgers' equation (21).

A set of solution paths (solution space), which satisfy the application constraints, will be generated.

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