  We study the nonlocal modified Korteweg-de Vries (mKdV) equations obtained
from AKNS scheme by Ablowitz-Musslimani type nonlocal reductions. We first find
soliton solutions of the coupled mKdV system by using the Hirota direct method.
Then by using the Ablowitz-Musslimani reduction formulas, we find one-, two-,
and three-soliton solutions of local and nonlocal complex mKdV and mKdV
equations. The soliton solutions of these equations are of two types. We give
one-soliton solutions of both types and present only first type of two- and
three-soliton solutions. We illustrate our soliton solutions by plotting their
graphs for particular values of the parameters.
