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paper

Discrepancy Skew Products and Affine Random Walks

arXiv:1603.07233 · doi:10.1007/s11856-017-1560-5

Abstract

We prove bounded rational ergodicity for some discrepancy skew products whose rotation number has bad rational approximation. This is done by considering the asymptotics of associated affine random walks.

corrected MSC class, spelling & a remark on the temporal CLT