Pages that link to "Item:Q1196339"
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The following pages link to Almost block independence for the three dot \(\mathbb Z^ 2\) dynamical system (Q1196339):
Displaying 11 items.
- On isomorphy of measure-preserving \(\mathbb Z^2\)-actions that have isomorphic Cartesian powers (Q843632) (← links)
- Percolation on the three dot system (Q843702) (← links)
- A K-automorphism with non-isomorphic \(Z\times Z_ 2\) actions (Q1076186) (← links)
- A family of Markov shifts (almost) classified by periodic points (Q1271166) (← links)
- The Bernoulli property for expansive \(\mathbb Z^ 2\) actions on compact groups (Q1802762) (← links)
- Almost block independence and Bernoullicity of \(\mathbb{Z}^ d\)-actions by automorphisms of compact Abelian groups (Q1895690) (← links)
- Isomorphism rigidity in entropy rank two (Q2382250) (← links)
- Periodic points classify a family of Markov shifts (Q2566165) (← links)
- Free ergodic ℤ²-systems and complexity (Q2951156) (← links)
- An Uncountable Family of Group Automorphisms, and a Typical Member (Q4399265) (← links)
- New examples of Bernoulli algebraic actions (Q5095136) (← links)
