Weyl chamber flow on irreducible quotients of products of PSL(2,R)
D. Ferte
Abstract
We study the topological dynamics of the action of the diagonal subgroup on quotients Gamma(2,R)*PSL(2,R), where Gamma is an irreducible lattice. Closed orbits are described and a set of points of dense orbit is explicitly given. Such properties are expressed using the Furstenberg boundary of the symmetric space H*H.
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