Triply Periodic Links

Year: 2022 Authors: Paul Gailiunas

Core claim

Conway-style lattice constructions yield space-filling toroids in cubic cases, and extending Holden’s polylinks to infinite polyhedra produces a new triply periodic link.

Topics

triply periodic links, space-filling toroids, infinite polyhedra, polylinks

Domains

topology, lattice geometry, polyhedra, minimal surfaces, mathematical sculpture, visualization, design geometry

Methods

Conway tetrahedral construction, dual lattice analysis, planar bisecting surfaces, polyhedral decomposition

Media

rings, toroids, polyhedral models, circular tori

Source status

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