Pages that link to "Item:Q273110"
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The following pages link to Invariant scrambled sets, uniform rigidity and weak mixing (Q273110):
Displaying 13 items.
- Combinatorial embedding of chain transitive zero-dimensional systems into chaos (Q272878) (← links)
- Positive topological entropy and \(\Delta\)-weakly mixing sets (Q728233) (← links)
- An explicit description of all scrambled sets of weakly unimodal functions of type \(2^ \infty \) (Q1374546) (← links)
- Multi-recurrence and van der Waerden systems (Q2360846) (← links)
- Distributionally chaotic systems of type 2 and rigidity (Q2400677) (← links)
- Dense invariant open distributionally scrambled sets and closed distributionally scrambled sets (Q2437657) (← links)
- The construction of a completely scrambled system by graph covers (Q2790926) (← links)
- On an extension of Mycielski's theorem and invariant scrambled sets (Q2808044) (← links)
- ON INVARIANT ε-SCRAMBLED SETS (Q3065798) (← links)
- A mixing completely scrambled system exists (Q4559428) (← links)
- Rank 2 proximal Cantor systems are residually scrambled (Q4641468) (← links)
- Topological complexity, return times and weak disjointness (Q4819205) (← links)
- A dynamical version of the Kuratowski–Mycielski theorem and invariant chaotic sets (Q5235122) (← links)
