Gumen S. Modelling of biomedical multiparameter systems of by multivariate geometry methods.

Geometrical bases of mathematical relation among many biomedical signals and expression of this dependence as a geometrical model with the help of which research and analysis formalized by geometric operations over the model in phase space of the variables are investigated in the dissertation. Modified Radischev drawing is suggested in order to extend considerably the possibilities to solve metric problems of applied geometry of multivariate space. Problem tasks of biomedicine are solved with the help of the proposed alternative method of geometrical modelling in the form of specific corresponding manifolds. Obtained results are practically proved by their introductions in different industries such as biomedicine, and in the academic course of the university.