QUASI-UNIFORMLOCATIONDIAMETRICALLY-DUALPAIRS OF POINTS ON THE SPHERE
In this paper we consider one of the formulations of the classical Thomson problem on the location of charged balls (points) on the surface of the sphere in a limited sense, when the location points are paired at the ends of the sphere diameters. The functional of the arrangement is accepted by the criterion of the maximum mutual distance of points from each other. A reduced system of equations for determining the coordinates of the points of quasi-uniform location is shown, an example for the case of six points is given.