  We offer a simple non-perturbative formula for the component action of a
generic N=1/2 supersymmetric chiral model in terms of an arbitrary number of
chiral superfields in four dimensions, which is obtained by the
Non-Anti-Commutative (NAC) deformation of a generic four-dimensional N=1
supersymmetric non-linear sigma-model described by arbitrary Kaehler
superpotential and scalar superpotential. The auxiliary integrations
responsible for fuzziness are eliminated in the case of a single chiral
superfield. The scalar potential in components is derived by eliminating the
auxiliary fields. The NAC-deformation of the CP(1) Kaehler non-linear
sigma-model with an arbitrary scalar superpotential is calculated as an
example.
