Symmetry analysis of time-fractional potential Burgers\u27 equation

Lie point symmetries of time-fractional potential Burgers\u27 equation are presented. Using these symmetries fractional potential Burgers\u27 equation has been transformed into an ordinary differential equation of fractional order corresponding to the Erdélyi-Kober fractional derivative. Further, an analytic solution is furnished by means of the invariant subspace method