Families of Discrete Representations from Incidence Theorems

Organisé par

Institut Henri Poincaré

Motivated by a family of examples constructed by R. Schwartz based on Pappus's theorem, we explore constructions of representations of discrete groups arising from incidence theorems in projective spaces. Schwartz recently proved that his construction parametrizes the boundary of a connected component of Anosov representations in a certain moduli space of representations of PSL(2,Z) into Isom(SL(3

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