Evaluation of the Asymmetry of the Structure of a Compensatory Homeostat in the LT Basis of Physical Coordinates

Abstract

A mathematical model of a technical contradiction for inventive problems in the form of a compensatory homeostat is considered. The model uses nonlinear predator–prey equations for population development. A method for numerically estimating the asymmetry of the structure of equations based on the dimensional theory of physical quantities is proposed. The dimensions of physical quantities are presented in the LT basis of R.O. Bartini. Assessing the asymmetry allows one to select the most acute of several technical contradictions of one problem and use it to improve the result within the framework of the theory of inventive problem solving.