Poisson boundary of $GL_d(\Q)$

Mathematics – Probability

Scientific paper

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minor corrections, more details in the introduction

Scientific paper

We construct the Poisson boundary for a random walk supported by the general
linear group on the rational numbers as the product of flag manifolds over the
$p$-adic fields. To this purpose, we prove a law of large numbers using the
Oseledets' multiplicative ergodic theorem.

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