1 citations · 1 across the 2 of their papers we have counts for
2 papers
math.GT2019
On Moduli Spaces of Convex Projective Structures on Surfaces: Outitude and Cell-Decomposition in Fock-Goncharov Coordinates
Robert Haraway, Robert Löwe, Dominic Tate +1
Generalising a seminal result of Epstein and Penner for cusped hyperbolic manifolds, Cooper and Long showed that each decorated strictly convex projective cusped manifold has a can…
math.GT2018★ 1 cited
Moduli spaces of real projective structures on surfaces: Notes on a paper by V.V. Fock and A.B. Goncharov
Alex Casella, Dominic Tate, Stephan Tillmann
These notes grew out of our learning and applying the methods of Fock and Goncharov concerning moduli spaces of real projective structures on surfaces with ideal triangulations. We…