Pages that link to "Item:Q662409"
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The following pages link to The Myhill property for strongly irreducible subshifts over amenable groups (Q662409):
Displaying 18 items.
- Expansive actions of countable amenable groups, homoclinic pairs, and the Myhill property (Q327397) (← links)
- Sensitivity and Devaney's chaos in uniform spaces (Q372885) (← links)
- Cellular automata between sofic tree shifts (Q393113) (← links)
- On \(C\)*-algebras from homoclinic equivalences on subshifts of finite type (Q829384) (← links)
- Cellular automata and strongly irreducible shifts of finite type. (Q1874405) (← links)
- Semi-strongly irreducible shifts (Q1883400) (← links)
- Expansive actions with specification on uniform spaces, topological entropy, and the Myhill property (Q2041845) (← links)
- On dual surjunctivity and applications (Q2102724) (← links)
- Amenability of groups is characterized by Myhill's theorem (Q2327711) (← links)
- On the garden of Eden theorem for \(\mathscr{B}\)-free subshifts (Q2677815) (← links)
- On the density of periodic configurations in strongly irreducible subshifts (Q2903942) (← links)
- Symbolic dynamics on amenable groups: the entropy of generic shifts (Q2989980) (← links)
- Verification of mixing properties in two-dimensional shifts of finite type (Q5009741) (← links)
- Garden of Eden and specification (Q5235121) (← links)
- The Myhill property for cellular automata on amenable semigroups (Q5496257) (← links)
- Garden of Eden and weakly periodic points for certain expansive actions of groups (Q6106095) (← links)
- Expansive actions with specification of sofic groups, strong topological Markov property, and surjunctivity (Q6119823) (← links)
- (Q6204932) (← links)
