Pages that link to "Item:Q1016685"
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The following pages link to A first order \(q\)-difference system for the \(BC_{1}\)-type Jackson integral and its applications (Q1016685):
Displaying 10 items.
- The \(q\)-Dixon-Anderson integral and multi-dimensional \(_1\psi_1\) summations (Q472376) (← links)
- Three-term relations between interpolation polynomials for a \(BC_n\)-type basic hypergeometric series (Q631799) (← links)
- On a family of integrals that extend the Askey-Wilson integral (Q743183) (← links)
- On the structure of Jackson integrals of \(BC_n\) type and holonomic \(q\)-difference equations (Q935670) (← links)
- A determinant formula for a holonomic \(q\)-difference system associated with Jackson integrals of type \(BC_n\) (Q1019751) (← links)
- Holonomic \(q\)-difference system of the first order associated with a Jackson integral of Selberg type (Q1325171) (← links)
- Another proof of Gustafson's \(C_n\)-type summation formula via `elementary' symmetric polynomials (Q2471378) (← links)
- \(q\)-difference shift for a \(BC_{n}\)-type Jackson integral arising from `elementary' symmetric polynomials (Q2498836) (← links)
- An Application of Cauchy–Sylvester’s Theorem on Compound Determinants to a BC n -Type Jackson Integral (Q2897234) (← links)
- A bilateral extension of the $q$-Selberg integral (Q2951921) (← links)
