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Braids act on configurations of lines
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Similar pictures appear in various branches of mathematics. Sometimes this similarity gives rise to deep theorems. Mentioning such a similarity between hexagonal tilings, cubes in 3-space, configurations of lines and braid groups, we prove that braids act on configurations of lines.
Forward citations
Cited by 2 Pith papers
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Shear coordinates and braid invariants
The paper constructs a braid invariant from shear-coordinate transformations applied to the edges of Delaunay triangulations.
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Octagon and tropical octagon yield braid invariants
Braids in the projective plane act on labels of a dual graph via the Desargues flip, and isotopic braids produce identical label transformations.
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