Grid theorem: Expression Derived from Quadratic Division of Grid of Geometric Space by Diagonal Central Logic

Abstract

In this paper, the problem of particle spacing in geometric space is analyzed geometrically. Only for this problem, the "Grid theorem" is proposed in the geometric space. According to the theorem, the plane geometric graph is drawn on two adjacent particles in the geometric, and the two particles are planned in the graph. The diagonal bisector of each diagonal is drawn on the basis of the plane geometric diagram, and the diagonal center point is obtained. Furthermore, a direction of the same diagonal center point is taken as the secondary center point according to the subdivision line. Then, a feasible rule expression is obtained by summarizing and analyzing the results of the respective spacing, and the calculation and evaluation of this rule expression are extended.