On the classes of Boolean functions generated by maximal multiclones

If we consider the discrete functions on a set A, the multifunction can be defined as a function on a set 2A, herewith the values of multifunctions for argument values of A are given, and for the values that are not singletons are defined as a union of all multifunction values on one-element sets. In the same way it is determined by the superposition of multifunctions. Clones of multifunctions are defined as multiclones. There are 15 maximal multiclones on 2-element set. In the article Boolean functions are considered by their inclusion in maximal multiclones. The set of Boolean functions is divided into 18 classes of equivalence.