The Barbot component of discrete faithful representations of the modular group into Isom(SL_3(R)/SO(3)) is homeomorphic to R² × [0,∞), with Pappus representations on the boundary and Anosov representations in the interior.
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2 Pith papers cite this work. Polarity classification is still indexing.
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UNVERDICTED 2representative citing papers
The Barbot component B of DFR is homeomorphic to R² × [0,∞), with boundary parametrizing Pappus representations and interior extending Anosov representations from prior work via two shearing operations encoded by foliations of B.
citing papers explorer
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On Pappus and Anosov Representations of the Modular Group
The Barbot component of discrete faithful representations of the modular group into Isom(SL_3(R)/SO(3)) is homeomorphic to R² × [0,∞), with Pappus representations on the boundary and Anosov representations in the interior.
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Patterns of Geodesics, Shearing, and Anosov Representations of the Modular Group
The Barbot component B of DFR is homeomorphic to R² × [0,∞), with boundary parametrizing Pappus representations and interior extending Anosov representations from prior work via two shearing operations encoded by foliations of B.