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    Exact Solutions of (n+1)-Dimensional Space-Time Fractional Zakharov-Kuznetsov Equation
    (2018) Ali, Muhammad Nasir; Husnıne, Syed Muhammad; Noor, Sana; Tuna, Adnan
    In this article, we study the (n+1)-dimensional space time fractional Zakharov-Kuznetsov equation for calculating the exact solutions. For this purpose fractional derivative is usedn this article, we study the (n+1)-dimensional space time fractional Zakharov-Kuznetsovin the form of modified Riemann-Liouville derivatives. Complex fractional transformation is applied for transforming the nonlinear partial differential equation into anothernonlinear ordinary differential equation. Exact solutions are obtained by using modifiedsimple equation method and (1?G' )-expansion method. Obtained solutions are new andmay be of significant importance in the field of plasma physics to investigate the waves inthe magnetized plasma and in the dust plasma.