Mathematical Representation of Inter-Type Relations

Abstract

A mathematical representation of inter-type relations with assistance of cyclic transpositions and 4 by 4 matrix arrays where obtained cyclic transpositions and matrices of inter-type relations form isomorphic groups of 16th order has been found. It is shown that the classic inter-type relations are the mathematical outcome of the system-forming basis comprising three bipolar symptoms (object - relation between objects; static-dynamics; internal-external) present in informational aspects.