## Certain results on the Möbius disjointness conjecture

- DAVIT KARAGULYAN
- 2017

We prove that the Möbius function is linearly disjoint from an analytic skew product on the 2-torus. These flows are distal and can be irregular in that their ergodic averages need not exist for all points. We also establish the linear disjointness of Möbius from various distal homogeneous flows.

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