This work provides an analytical investigation of the time-fractional Kundu–Eckhaus (KE) equation.
We use the symmetry of the Lie group as an appropriate tool which deals with the wide class of fractional-order
differential equations in Riemann–Liouville sense. In the current work, firstly, we employ classical Lie symmetries
to obtain similarity reductions of nonlinear generalised time-fractional KE equation. At the final step, we find
relevant exact solutions for the extracted generators.