Birational Kleinian groups

Abstract

In this paper we study birational Kleinian groups, i.e.\ groups of birational transformations of complex projective varieties acting in a free, properly discontinuous and cocompact way on an open set of the variety with respect to the usual topology. We obtain a classification in dimension two.

any comments are welcome

References in corpus (3)

• Projective uniformization, extremal Chern classes and quaternionic Shimura curves
• Polynomial automorphisms of C^n preserving the Markoff-Hurwitz polynomial
• Dynamics of groups of automorphisms of character varieties and Fatou/Julia decomposition for Painlevé 6

Cited by in corpus (1)

• Foliated affine and projective structures