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(39)If we place �� �� one in (39) or fix (thirty) with �� = 1, we get the exact solutionu(x,t)=ex(1?t+t22!?t33!+������)=ex?t,v(x,t)=ex(1+t+t22!+t33!+������)=ex+t.(forty)five. Concluding RemarksIn this paper, we have applied a whole new Flumazenil homotopy perturbation Epigenetics Library method for solving a system of two nonlinear time-fractional partial differential equations. The NHPM for solving process of variable coefficient coupled Burgers' equation with time-fractional derivative is based mostly on two-component process and polynomial preliminary ailment. The Computations finally result in a set of nonlinear equations with one particular unspecified value in just about every equation. This set could be readily solved working with Maple, and putting these values to the to start with approximate option yields the analytical approximate solution.

The existing research has confirmed that NHPM features significant benefits in terms of its simple applicability, computational efficiency, and accuracy. Consequently, we conclude that the new method may be deemed as an productive system for solving linear and nonlinear issues.Conflict of InterestsThe authors from the paper never have a direct economic relation that may result in a ��conflict of interests�� for any of your authors.
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