Generating two different uniformly distributed points on a sphere using one uniform distribution: Icosahedron V=12.

[size=85] This applet is used to study the uniformly distribution of geometric medians on a sphere, „induces“ by the discrete sample of uniformly distribution points in the 3-D space. Description is in [url=https://www.geogebra.org/m/y8dnkeuu]https://www.geogebra.org/m/y8dnkeuu[/url]. Here, the 12 vertices of the Icosahedron "induce" the vertices of the other two polyhedra:[/size][br][b]20 ●[color=#ff0000]Dodecahedron[/color]← 12 ●[color=#0000ff]Icosahedron[/color] →30 ●[/b][color=#6aa84f][b]Icosidodecahedron.[/b][br][/color][color=#333333][size=85] Images and explanations are in [url=https://www.geogebra.org/m/rkpxwceh]https://www.geogebra.org/m/rkpxwceh[/url].[/size][/color]

Information: Generating two different uniformly distributed points on a sphere using one uniform distribution: Icosahedron V=12.