  Two different types of N=1 modified KdV equations are shown to possess $N$
soliton solutions. The soliton solutions of these equations are obtained by
casting the equations in the bilinear forms using the supersymmetric extension
of the Hirota method. The distinguishing features of the soliton solutions of
N=1 mKdV and N=1 mKdV B equations are discussed.

Exactly Solvable and Integrable Systems