  We present some nonlocal integrable systems by using the Ablowitz-Musslimani
nonlocal reductions. We first present all possible nonlocal reductions of
nonlinear Schr\"{o}dinger (NLS) and modified Korteweg-de Vries (mKdV) systems.
We give soliton solutions of these nonlocal equations by using the Hirota
method. We extend the nonlocal NLS equation to nonlocal Fordy-Kulish equations
by utilizing the nonlocal reduction to the Fordy-Kulish system on symmetric
spaces. We also consider the super AKNS system and then show that
Ablowitz-Musslimani nonlocal reduction can be extended to super integrable
equations. We obtain new nonlocal equations namely nonlocal super NLS and
nonlocal super mKdV equations.
