Pages that link to "Item:Q1108608"

The following pages link to A direct proof that each Peano continuum with a free arc admits no expansive homeomorphisms (Q1108608):

Displaying 12 items.

• Sensitive open maps on Peano continua having a free arc (Q296183) (← links)
• Discrete and continuous topological dynamics: fields of cross sections and expansive flows (Q325216) (← links)
• The nonexistence of expansive homeomorphisms of Peano continua in the plane (Q749912) (← links)
• The nonexistence of expansive \(\mathbb Z^n\) actions on Peano continua that contain no \(\theta\)-curves (Q864466) (← links)
• Embeddability into the plane and movability on inverse limits of graphs whose shift maps are expansive (Q1190693) (← links)
• Expansive homeomorphisms in continuum theory (Q1198633) (← links)
• The nonexistence of sensitive commutative group actions on graphs (Q2461520) (← links)
• The nonexistence of expansive commutative group actions on Peano continua having free dendrites (Q2463865) (← links)
• The Nonexistence of Expansive \(\mathbb Z^d\) actions on graphs (Q2505373) (← links)
• On totally periodic \(\omega \)-limit sets for monotone maps on regular curves (Q2665194) (← links)
• Minimal sets on continua with a dense free interval (Q2674336) (← links)
• The nonexistence of expansive polycyclic group actions on some Peano continua (Q6630784) (← links)