Exact solutions of a time-fractional modified KdV equation via bifurcation analysis

The time-fractional modified Korteweg–de Vries (KdV) equation is committed to establish exact solutions by employing the bifurcation method. Firstly, the phase portraits and related qualitative analysis are comprehensively provided. Then, we give parametric expressions of different types of solutions matching with the corresponding orbits. Finally, solution profiles, 3D and density plots of some solutions are presented with proper parametric choices.