Conservation laws and series solutions of variable coefficient time fractional Kawahara equation
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This paper investigates explicit power series solutions and conservation laws of variable coefficient time fractional Kawahara equation with Riemann�Liouville derivative which describs oscillatory solitary wave propagation in dispersive media. The similarity reductions and explicit solutions are derived by using Lie symmetry method. Further, using Ibragimov's theorem conservation laws for this equation are discussed. � 2021 Informa UK Limited, trading as Taylor & Francis Group.
Waves in Random and Complex Media