The asymptotic geometry of negatively curved spaces: uniformization, geometrization and rigidity

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Combinatorial modulus, the Combinatorial Loewner Property, and Coxeter groups (2010, background): “The following definition appears in [Kle06] Section 3.”
Uniformization of two-dimensional metric surfaces (2014, unknown): “[9], [10], [12], [14], [26], [37].”
Groups acting on manifolds: around the Zimmer program (2008, methodology): “yperbolic. If ∂Γ′ is a sphere, then the kernel of the quotient map is ﬁnite and ∂Γ′ = ∂Γ. Forbackground on hyperbolic groups and their boundaries from a point of view relevant to this conjecture, see [130]. As a cautionary note, we point the reader to subsection 11.3 where we recall a construction o”