  The ultraviolet/infrared (UV/IR) mixing of noncommutative field theories has
been recently shown to be a generic feature of translation- invariant
associative products. In this paper we propose to take into account the quantum
corrections of the model to modify in this way the noncommutative action. This
idea was already used to cure the UV/IR mixing for theories on Moyal space. We
show that in the present framework also, this proposal proves successful for
curing the mixing. We achieve this task by explicit calculations of one and
higher loops Feynman amplitudes. For the sake of completeness, we compute the
form of the new action in the matrix base for the Wick-Voros product.
