Uirá Norberto Matos de Almeida
Abstract:
There exists a long standing conjecture about the algebricity of Anosov actions of higher ranked abelian groups. On this talk, we present some work in progress on a especial cases of this conjecture, based on a similar work about the algebricity of Anosov Flows on dimension 5, by Young Fang. We consider an Anosov action with smooth invariant stable and unstable bundles that preserves a pseudo-metric, and present some partial results on the algebricity of such actions.
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