5 citations · 8 across the 5 of their papers we have counts for
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math.MG2020
A Note on Toroidal Maxwell-Cremona Correspondences
Patrick Lin
We explore toroidal analogues of the Maxwell-Cremona correspondence. Erickson and Lin [arXiv:2003.10057] showed the following correspondence for geodesic torus graphs : a positi…
cs.CG2020
How to Morph Graphs on the Torus
Erin Wolf Chambers, Jeff Erickson, Patrick Lin +1
We present the first algorithm to morph graphs on the torus. Given two isotopic essentially 3-connected embeddings of the same graph on the Euclidean flat torus, where the edges in…
math.MG2020
A Toroidal Maxwell-Cremona-Delaunay Correspondence
Jeff Erickson, Patrick Lin
We consider three classes of geodesic embeddings of graphs on Euclidean flat tori: (1) A toroidal graph embedding is positive equilibrium if it is possible to place positive we…