Ternary/MV Reversible Functions with Component Functions from Different Equivalence Classes

In an earlier paper we considered whether all component functions of a ternary reversible function either can belong to the same equivalent class in some classifications or can have the same property in the sense of classical logic synthesis. This problem has a direct relationship to studying different aspects of classification of reversible functions. In this paper we present reversible ternary/MV functions of any number of variables with all component functions belonging to different P-equivalence classes.