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Slow Entropy of Quasi-Unipotent Actions on S-Arithmetic Homogeneous Spaces
We study metric and topological slow entropy for translations on a class of finite-volume $S$-arithmetic homogeneous spaces with a real and $p$-adic factor. We consider translations whose real component is quasi-unipotent and whose $p$-adic component lies in a compact open subgroup. At polynomial sc
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