León Carvajales

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20182026

most citedThurston's asymmetric metrics for Anosov representations

2 citations · 3 across the 2 of their papers we have counts for

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math.GR2020

Growth of quadratic forms under Anosov subgroups

León Carvajales

Let $ρ : Γ \to P S L_{d} (K)$ be a Zariski dense Borel-Anosov representation, for $K$ equal to $R$ or $C$ . Let $o$ be a form of signature $(p,d-…

math.GR2018

Counting problems for special-orthogonal Anosov representations

León Carvajales

For positive integers $p$ and $q$ let $G := PSO (p, q)$ be the projective indefinite special-orthogonal group of signature $(p, q)$ . We study counting problems in the Riemannia…