9 citations · 63 across the 14 of their papers we have counts for
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math.CA2019★ 3 cited
-Difference Systems for the Jackson Integral of Symmetric Selberg Type
Masahiko Ito
We provide an explicit expression for the first order -difference system for the Jackson integral of symmetric Selberg type. The -difference system gives a generalization of…
math.CA2014
On a Family of Integrals that extend the Askey-Wilson Integral
M. Ito, N. S. Witte
We study a family of integrals parameterised by generalising the Askey-Wilson integral which has arisen in the theory of -analogs of monodromy preservi…
math.CA2009★ 4 cited
A First Order -Difference System for the -Type Jackson Integral and Its Applications
Masahiko Ito
We present an explicit expression for the -difference system, which the -type Jackson integral (-series) satisfies, as first order simultaneous -difference equations…