The paper is a continuation of the authors’ works [18], [19]. In [18], we consider foliations formed by the maximal dimensional K-orbits (MD5-foliations) of connected MD5-groups that their Lie algebras have 4-dimensional commutative derived ideals and give a topological classification of the considered foliations. In [19], we study K-theory of the leaf space of some of these MD5-foliations, analytically describe and characterize the Connes’ C*-algebras of the considered foliations by the method of K-functors. In this paper, we consider the similar problem for all remains of these MD5-foliations. | The structure of connes’ C - Algebras associated to a subclass of MD5 – groups
