ABOUT CONDITION OF MINIMALITY OF THE DISTRIBUTION WICH IS GIVEN IN EUCLIDEAN SPACE

Abstract

         This article discusses the Distribution p- dimensional distribution   and orthogonal complementary distribution  in domain  of n- dimensional  Euclidean space. The aim of the study was to fine the connection between minimalist of the distribution  and location of harmonic poles of the point  relatively pseudofocuses, which are defined on the tangents to the lines of the net  at the point . In the study, we used the method of external forms method of Cartan and moving frame method. Two theorems are proved. There are different criteries of minimality of the given distribution in the theory of distributions, but   there  is  found  the  distribution   and  location of harmonic poles of the point Relatively  pseudofocuses, which are defined on the tangent to the lines of the net  at the point  . The results obtained are recommended for further research in theories of networks and distributions