... to triple and fourth-order transforms for the analytical solution of 3D fractional order PDEs with Caputo derivatives. To facilitate the analysis, the fractional differential equation is reformulated into an equivalent integral operator form. This is achieved by first considering the associated linear...

... ) , where D t γ h ( x , t ) stands for Caputo derivative of h(x,t),R be the linear and N denotes nonlinear operator, along with g(x, t), as known function. Using the Laplace transform i.e. L on equation (3) : L...

... generalized generalized Hirota‐Satsuma coupled KDV type differential equations. © Emerald Group Publishing Limited 2013 Two dimensional differential transformation method Time‐fraction generalized generalized Hirota‐Satsuma coupled KDV Caputo derivative In this work, we conceive...