Pages that link to "Item:Q906172"
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The following pages link to There exists an interval exchange with a non-ergodic generic measure (Q906172):
Displaying 10 items.
- Cutting and stacking, interval exchanges and geometric models (Q762817) (← links)
- Every ergodic transformation is disjoint from almost every interval exchange transformation (Q764056) (← links)
- Counting generic measures for a subshift of linear growth (Q1725574) (← links)
- Minimal non uniquely ergodic IETs with flips (Q2698317) (← links)
- Invariant measures for Cantor dynamical systems (Q3296002) (← links)
- Almost all interval exchange transformations with flips are nonergodic (Q3473853) (← links)
- Ergodic averaging with and without invariant measures (Q4600133) (← links)
- On the Hausdorff dimension of minimal interval exchange transformations with flips (Q4638118) (← links)
- Exactness of the Euclidean algorithm and of the Rauzy induction on the space of interval exchange transformations (Q4911071) (← links)
- Generic measures for translation surface flows (Q6040200) (← links)