1 problem

0 votes0 replies0 views
Non-uniqueness conjecture for constant-curvature decorated PE metrics
Let $(S,V)$ be a marked surface with Euler number $\chi(S)\leq 0$ , and let $(dist_S,r)$ be a decorated piecewise Euclidean metric on $(S,V)$ . A decorated PE metric is discrete conf…
Conjectureopendiscrete-geometry piecewise-euclidean-metrics surface-geometryarXiv posted 2 days ago

Non-uniqueness conjecture for constant-curvature decorated PE metrics