Logical matrices reversing operation

In classical linear algebra the machine of matrices is widely used. But the classic linear algebra deals with continuous objects. Logical algebra, built by analogy with the classical linear algebra, builds the same models using discrete objects that have logical structure and obey the relevant laws. This leads to a significant difference in the functioning of the constructed models. This article is devoted to matrices, as elements for which the elementary logical elements are taken Boolean constants or finite predicates of arbitrary arity. In the work investigated the features of the operation of reversing of such matrices. All the results obtained are illustrated with clear examples.