4 citations · 8 across the 3 of their papers we have counts for
5 papers
Relatively Anosov representations via flows II: examples
Feng Zhu, Andrew Zimmer
This is the second in a series of two papers that develops a theory of relatively Anosov representations using the original "contracting flow on a bundle" definition of Anosov repr…
Relatively Anosov representations via flows I: theory
Feng Zhu, Andrew Zimmer
This is the first in a series of two papers that develops a theory of relatively Anosov representations using the original "contracting flow on a bundle" definition of Anosov repre…
Ergodicity and equidistribution in Hilbert geometry
Pierre-Louis Blayac, Feng Zhu
We show that dynamical and counting results characteristic of negatively-curved Riemannian geometry, or more generally CAT() or rank-one CAT() spaces, also hold for rank-one…
Relatively dominated representations from eigenvalue gaps and limit maps
Feng Zhu
Relatively dominated representations give a common generalization of geometrically finiteness in rank one on the one hand, and the Anosov condition which serves as a higher-rank an…
Relatively dominated representations
Feng Zhu
Anosov representations give a higher-rank analogue of convex cocompactness in a rank-one Lie group which shares many of its good geometric and dynamical properties; geometric finit…