  In this paper we have analyzed the $\kappa$-deformed Minkowski spacetime
through the light of the interference phenomena in QFT where two opposite
chiral fields are put together in the same multiplet and its consequences are
discussed. The chiral models analyzed here are the chiral Schwinger model, its
generalized version and its gauge invariant version, where a Wess-Zumino term
were added. We will see that the final actions obtained here are in fact
related to the original ones via duality transformations.
