Pages that link to "Item:Q442485"
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The following pages link to Limit-periodic Verblunsky coefficients for orthogonal polynomials on the unit circle (Q442485):
Displaying 14 items.
- Orthogonal polynomials on the unit circle with quasiperiodic Verblunsky coefficients have generic purely singular continuous spectrum (Q489873) (← links)
- Ballistic transport for limit-periodic Jacobi matrices with applications to quantum many-body problems (Q514330) (← links)
- Purely singular continuous spectrum for limit-periodic CMV operators with applications to quantum walks (Q527384) (← links)
- Spectral approximation for ergodic CMV operators with an application to quantum walks (Q1659285) (← links)
- On a limit relation for moduli of circular parameters of orthogonal polynomials (Q1842709) (← links)
- Orthogonal polynomials on the unit circle with Fibonacci Verblunsky coefficients. II. Applications (Q2016504) (← links)
- Cantor spectrum for CMV matrices with almost periodic Verblunsky coefficients (Q2088095) (← links)
- Generic spectral results for CMV matrices with dynamically defined Verblunsky coefficients (Q2204364) (← links)
- Applications of a new formula for OPUC with periodic Verblunsky coefficients (Q2319812) (← links)
- Purely singular continuous spectrum for CMV operators generated by subshifts (Q2511526) (← links)
- Purely singular continuous spectrum for Sturmian CMV matrices via strengthened Gordon lemmas (Q2832823) (← links)
- Absolutely continuous spectrum for CMV matrices with small quasi-periodic Verblunsky coefficients (Q5098828) (← links)
- Quantitative version of Gordon's lemma for Hamiltonian with finite range (Q6118778) (← links)
- Absence of bound states for quantum walks and CMV matrices via reflections (Q6652694) (← links)
