Proves a uniform global shadow lemma for Patterson-Sullivan measures of relatively Morse subgroups of higher-rank semisimple Lie groups, extending Stratmann-Velani.
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math.GT 2years
2026 2verdicts
UNVERDICTED 2representative citing papers
The conjugacy classes of simple-stable representations of surface groups in PU(2,1) form a domain of discontinuity for the Out(Γ_g) action that is strictly larger than the convex cocompact ones.
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A global shadow lemma for relatively Morse groups in higher rank
Proves a uniform global shadow lemma for Patterson-Sullivan measures of relatively Morse subgroups of higher-rank semisimple Lie groups, extending Stratmann-Velani.
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Simple-stable representations of surface groups in $\mathrm{PU}(2,1)$
The conjugacy classes of simple-stable representations of surface groups in PU(2,1) form a domain of discontinuity for the Out(Γ_g) action that is strictly larger than the convex cocompact ones.