Michael J. Schlosser
q-Analogues of two product formulas of hypergeometric functions by Bailey
We use Andrews'
q-analogues of Watson's and Whipple's
3F2 summation theorems to deduce
two formulas for products of specific basic hypergeometric functions.
These constitute q-analogues of corresponding product
formulas for ordinary hypergeometric functions given by Bailey.
The first formula was obtained earlier by Jain and
Srivastava by a different method.
The following version is available:
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