The Poisson boundary of triangular matrices in a number field

Mathematics – Probability

Scientific paper

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to appear in Annales Institut Fourier

Scientific paper

The aim of this note is to describe the Poisson boundary of the group of
invertible triangular matrices with coefficients in a number field. It
generalizes to any dimension and to any number field a result of Brofferio
concerning the Poisson boundary of random rational affinities.

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