The 6-ring

Year: 2013 Authors: Faniry Razafindrazaka; Konrad Polthier

Core claim

A spring-energy relaxation with topological constraints yields a highly symmetric 3D embedding of R13.2’{12,3}, constructible from two Borromean rings and a 6-coloring.

Topics

regular maps, genus 13 surfaces, Borromean rings, surface embedding, coloring

Domains

topology, graph theory, group theory, combinatorial geometry, mathematical visualization, 3D sculpture, geometric design, ornamental symmetry

Methods

spring energy relaxation, topological constraints, geometric construction, visual mapping

Media

12-gons, Borromean rings, 3D surface model, computer graphics

Source status

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