Solutions of 1-D Dispersive Equation with Time and Space-Fractional Derivatives

Solutions of 1-D Dispersive Equation with Time and Space-Fractional Derivatives This paper applied Adomian decomposition method to obtain the solution of fractional third-order dispersive equation with time and space-fractional derivatives. The iterative technique is carried out in a straightforward manner without the need for transforms or numerical approximations. Also, the existence and convergence were proofed as well. The generalized dispersive equation was solved to verify of the effectiveness of the method. International Journal of Applied and Computational Mathematics Springer Journals

Solutions of 1-D Dispersive Equation with Time and Space-Fractional Derivatives

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Springer India
Copyright © 2017 by Springer (India) Private Ltd., part of Springer Nature
Mathematics; Applications of Mathematics; Mathematical Modeling and Industrial Mathematics; Operations Research/Decision Theory; Theoretical, Mathematical and Computational Physics; Computational Science and Engineering; Nuclear Energy
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