11 citations · 32 across the 7 of their papers we have counts for
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cs.CG2017★ 4 cited
An algorithm to reconstruct convex polyhedra from their face normals and areas
Giuseppe Sellaroli
A well-known result in the study of convex polyhedra, due to Minkowski, is that a convex polyhedron is uniquely determined (up to translation) by the directions and areas of its fa…
math-ph2017★ 11 cited
SO*(2N) coherent states for loop quantum gravity
Florian Girelli, Giuseppe Sellaroli
A SU(2) intertwiner with N legs can be interpreted as the quantum state of a convex polyhedron with N faces (when working in 3d). We show that the intertwiner Hilbert space carries…