Abstract. We show that the infinite terms in the classical action for N = 2 supersymmetric σ-models defined on non(anti)-commutative superspace can be resummed and the action can be written in a standard form. However, this is at the cost of introducing a certain kind of smearing on the target space geometry, controlled by auxiliary fields and the deformation parameter. We point out that the smearing of target space of non(anti)-commutative σ-models is a generic feature.

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