Pages that link to "Item:Q3395148"

The following pages link to Subsystems of finite type and semigroup invariants of subshifts (Q3395148):

Displaying 19 items.

• A notion of synchronization of symbolic dynamics and a class of \(C ^{\ast }\)-algebras (Q368707) (← links)
• A certain synchronizing property of subshifts and flow equivalence (Q375880) (← links)
• Growth-type invariants for \(\mathbb Z^{d}\) subshifts of finite type and arithmetical classes of real numbers (Q634646) (← links)
• Markov-Dyck shifts, neutral periodic points and topological conjugacy (Q1633119) (← links)
• Subshifts of quasi-finite type (Q1770267) (← links)
• Some notes on the classification of shift spaces: shifts of finite type; sofic shifts; and finitely defined shifts (Q2160339) (← links)
• Embedding of shifts of finite type into the Dyck shift (Q2486419) (← links)
• On the Markov-Dyck shifts of vertex type (Q2515686) (← links)
• Direct topological factorization for topological flows (Q2986624) (← links)
• On subshift presentations (Q2989983) (← links)
• (Q3573836) (← links)
• Finitary measures for subshifts of finite type and sofic systems (Q3724615) (← links)
• Subsystems, Perron numbers, and continuous homomorphisms of Bernoulli shifts (Q3819265) (← links)
• Automorphisms and subsystems of the shift. (Q4032157) (← links)
• Embedding subshifts of finite type into the Fibonacci–Dyck shift (Q4600263) (← links)
• The action of inert finite-order automorphisms on finite subsystems of the shift (Q4711110) (← links)
• A construction of subshifts and a class of semigroups (Q5019560) (← links)
• ON SUBSHIFTS AND SEMIGROUPS (Q5483940) (← links)
• Simple purely infinite \(C^\ast\)-algebras associated with normal subshifts (Q6052082) (← links)