Pages that link to "Item:Q584590"

The following pages link to An elementary evaluation of a beta type integral (Q584590):

Displaying 10 items.

• A new proof of the Askey-Wilson integral via a five-variable Ramanujan's reciprocity theorem (Q631491) (← links)
• An algorithmic proof theory for hypergeometric (ordinary and ``\(q\)'') multisum/integral identities (Q811594) (← links)
• The Cauchy operator for basic hypergeometric series (Q931835) (← links)
• The combinatorics of q-Hermite polynomials and the Askey-Wilson integral (Q1101586) (← links)
• Parameter augmentation for basic hypergeometric series. II (Q1374181) (← links)
• Elliptic beta integrals and modular hypergeometric sums: An overview. (Q1415040) (← links)
• Two new \(q\)-exponential operator identities and their applications (Q2252471) (← links)
• Evaluation of integrals and the Mellin transform (Q2276716) (← links)
• Two operator identities and their applications to terminating basic hypergeometric series and \(q\)-integrals (Q2575047) (← links)
• Askey–Wilson polynomials and a double $q$-series transformation formula with twelve parameters (Q5377053) (← links)