Deforming wallpaper group domains and using semiregular tessellations generates heterogeneous topological interlocking assemblies that fill space between planes, with a correspondence to generalized Truchet tiles and decorated lozenge tilings.
VoroNoodles: Topological Interlocking with Helical Layered 2-Honeycombs
2 Pith papers cite this work. Polarity classification is still indexing.
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Algorithm computes Dirichlet cells for crystallographic groups via bounded-length words in generators and applies it to topological interlocking.
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Construction Methods for Space-Filling Heterogeneous Topological Interlocking Assemblies
Deforming wallpaper group domains and using semiregular tessellations generates heterogeneous topological interlocking assemblies that fill space between planes, with a correspondence to generalized Truchet tiles and decorated lozenge tilings.
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An algorithmic approach for computing fundamental domains of crystallographic groups
Algorithm computes Dirichlet cells for crystallographic groups via bounded-length words in generators and applies it to topological interlocking.