Pages that link to "Item:Q2802032"
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The following pages link to A quantum dynamical approach to matrix Khrushchev's formulas (Q2802032):
Displaying 12 items.
- Kronecker product-forms of steady-state probabilities with \(C_k/C_m/1\) by matrix polynomial approaches (Q429005) (← links)
- A generalization of Schur functions: applications to Nevanlinna functions, orthogonal polynomials, random walks and unitary and open quantum walks (Q1694306) (← links)
- The topological classification of one-dimensional symmetric quantum walks (Q1702552) (← links)
- Quantum walks: Schur functions meet symmetry protected topological phases (Q2070854) (← links)
- Singular continuous Cantor spectrum for magnetic quantum walks (Q2190777) (← links)
- Quantum Markov chains: recurrence, Schur functions and splitting rules (Q2288295) (← links)
- On matrix-model approach to simplified Khovanov-Rozansky calculus (Q2396543) (← links)
- Wall polynomials on the real line: a classical approach to OPRL Khrushchev's formula (Q2699022) (← links)
- A condition for purely absolutely continuous spectrum for CMV operators using the density of states (Q4595988) (← links)
- Wiener-Hopf factorization approach to a bulk-boundary correspondence and stability conditions for topological zero-energy modes (Q6065693) (← links)
- The Schur-Potapov algorithm in the general matrix case and its application to the matricial Schur problem (Q6558043) (← links)
- Description of the set of all possible masses at a fixed point of solutions of a truncated matricial Hamburger moment problem (Q6565858) (← links)
