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math.GT2017
Geometrization of purely hyperbolic representations in
Gianluca Faraco
Let be a surface of genus at least . A representation is said to be purely hyperbolic if its image consists only of hyperbolic…
math.GT2017★ 4 cited
Complex projective structures with maximal number of Möbius transformations
Gianluca Faraco, Lorenzo Ruffoni
We consider complex projective structures on Riemann surfaces and their groups of projective automorphisms. We show that the structures achieving the maximal possible number of pro…