Pages that link to "Item:Q2473390"
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The following pages link to Raising and lowering operators for Askey-Wilson polynomials (Q2473390):
Displaying 11 items.
- On lifting \(q\)-difference operators for a chain of basic hypergeometric polynomials (Q627327) (← links)
- Raising and lowering operators for semiclassical wave packets (Q1290409) (← links)
- Double lowering operators on polynomials (Q2023435) (← links)
- The Heun-Askey-Wilson algebra and the Heun operator of Askey-Wilson type (Q2322925) (← links)
- Double affine Hecke algebra of rank 1 and orthogonal polynomials on the unit circle (Q2324620) (← links)
- The universal DAHA of type \((C_1^\vee, C_1)\) and Leonard pairs of \(q\)-Racah type (Q2404963) (← links)
- A bispectral <i>q-</i>hypergeometric basis for a class of quantum integrable models (Q3134113) (← links)
- Asymptotic Reductions Between the Wilson Polynomials and the Lower Level Polynomials of the Askey Scheme (Q3193163) (← links)
- On lifting<i>q</i>-difference operators in the Askey scheme of basic hypergeometric polynomials (Q3558434) (← links)
- The universal DAHA of type (C1∨,C1) and Leonard triples (Q5856293) (← links)
- Degenerate Sklyanin algebras, Askey–Wilson polynomials and Heun operators (Q5871110) (← links)
