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math.GT2018
Punctured spheres in complex hyperbolic surfaces and bielliptic ball quotient compactifications
Luca F. Di Cerbo, Matthew Stover
In this paper, we study punctured spheres in two dimensional ball quotient compactifications . For example, we show that smooth toroidal compactifications of ball quotients…
math.GT2015★ 1 cited
Bielliptic ball quotient compactifications and lattices in PU(2, 1) with finitely generated commutator subgroup
Luca F. Di Cerbo, Matthew Stover
We construct two infinite families of ball quotient compactifications birational to bielliptic surfaces. For each family, the volume spectrum of the associated noncompact finite vo…