On the correlation of the Moebius function with random rank-one systems
arXiv:1112.1032
Abstract
We explore the `Moebius disjointness property' in the special context of rank-one transformations and verify this phenomenon for many of the `classical' models
28 pages
Cited by in corpus (7)
- On spectral disjointness of powers for rank-one transformations and Möbius orthogonality
- Möbius disjointness for homogeneous dynamics
- Oscillating Sequences, Minimal Mean Attractability and Minimal Mean-Lyapunov-Stability
- Bounded rank-one transformations
- The Moebius function and continuous extensions of rotations
- Chacon's Type Ergodic Transformations with Unbounded Arithmetic Spacers
- Spectral properties of the Möbius function and a random Möbius model