Pages that link to "Item:Q506203"
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The following pages link to Analogues of the prime number theorem and Mertens' theorem for closed orbits of the Motzkin shift (Q506203):
Displaying 11 items.
- Estimates on the number of orbits of the Dyck shift (Q264406) (← links)
- An analogue of the prime number theorem for closed orbits of shifts of finite type and their suspensions (Q801432) (← links)
- The prime orbit theorem for quasihyperbolic toral automorphisms (Q1180718) (← links)
- Counting closed orbits for the Dyck shift (Q1723808) (← links)
- Counting finite orbits for the flip systems of shifts of finite type (Q2042890) (← links)
- Prime number theorems and holonomies for hyperbolic rational maps (Q2356919) (← links)
- Mertens' theorem for slow growth systems (Q2882462) (← links)
- Counting Closed Orbits in Discrete Dynamical Systems (Q3296914) (← links)
- Orbit growth of Dyck and Motzkin shifts via Artin–Mazur zeta function (Q4988836) (← links)
- Prime number theorem for regular Toeplitz subshifts (Q5863422) (← links)
- Orbit growth of sofic shifts and periodic-finite-type shifts (Q6550190) (← links)
