Roman Chijner

3. Cube. Polyhedra with extreme distribution of equivalent vertices.
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Roman Chijner
2. Octahedron. Polyhedra with extreme distribution of equivalent vertices.
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1. Tetrahedron. Polyhedra with extreme distribution of equivalent vertices.
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5. Icosahedron. Polyhedra with extreme distribution of equivalent vertices.
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Polyhedra whose vertices are equivalent and have an extreme distribution on the same sphere.
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Polyhedra with extreme distribution of equivalent vertices
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Roman Chijner
11. as Rhombicosidodecahedron . Polyhedra with extreme distribution of equivalent vertices.
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10. Biscribed Snub Dodecahedron (laevo) . Polyhedra with extreme distribution of equivalent vertices.
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9. as Truncated Cuboctahedron . Polyhedra with extreme distribution of equivalent vertices.
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8. Biscribed Snub Cube(laevo) . Polyhedra with extreme distribution of equivalent vertices.
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7. Dodecahedron. Polyhedra with extreme distribution of equivalent vertices.
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6. Cuboctahedron. Polyhedra with extreme distribution of equivalent vertices.
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4. Square antiprism. Polyhedra with extreme distribution of equivalent vertices.
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3 in 1. Constructing, surface triangulation, visualizing polyhedron. New Version.
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2. Generating Elements of mesh modeling the surfaces of convex polyhedrons and its dual images
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inequalities
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Pi Approximations
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intersection: surface-surface, curve-curve
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Regular polygon with strings
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Roman Chijner
Coloring of edges and faces of a polyhedron(n=72) extreme distribution and its dual image.
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Roman Chijner
Coloring the edges and faces of a polyhedron(n=72) Biscribed Pentakis Snub Dodecahedron (laevo) and its dual image
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Roman Chijner
Coloring the edges and faces of a polyhedron(n=72) Pentakis Snub Dodecahedron (laevo) and its dual image.
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Roman Chijner
3d shapes: n=72. Extreme distribution of points on the surface of a sphere
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Roman Chijner
Example of non-uniqueness of the extreme distribution of n=16 particles on the surface of a sphere.
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Roman Chijner

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