Exact analytical soliton solutions of the M-fractional Akbota equation.

In this paper we explore the new analytical soliton solutions of the truncated M-fractional nonlinear -dimensional Akbota equation by applying the function technique, Sardar sub-equation and generalized kudryashov techniques. Akbota is an integrable equation which is Heisenberg ferromagnetic type equation and have much importance for the analysis of curve as well as surface geometry, in optics and in magnets. The obtained results are in the form of dark, bright, periodic and other soliton solutions.