2 citations · 3 across the 6 of their papers we have counts for
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Relations for a class of terminating hypergeometric series
Ilia D. Mishev
We derive relations for a certain class of terminating hypergeometric series with three free parameters. The invariance group composed of these relations is shown to b…
Extensions of classical hypergeometric identities of Bailey and Whipple
Ilia D. Mishev
We obtain extensions of classical hypergeometric identities of Bailey and Whipple that transform nearly-poised and very-well-poised series to Saalschützian series, Saalschützian se…
Coxeter group actions on Saalschützian series and very-well-poised series
Ilia D. Mishev
In this paper we consider a function , which can be written as a linear combination of two Saalschützian hypergeometric series or as a ver…
An invariance group for a linear combination of two Saalschützian hypergeometric series
Ilia D. Mishev
We explore a function which is a linear combination of two Saalschützian hypergeometric series. We demonstrate a fundamental two-term rel…