Y. Matsuhira

most citedCombinatorial expressions for the tau functions of

q

-Painlevé V and III equations

12 citations · 12 across the 2 of their papers we have counts for

collaborators

2 papers

math.CA2019

Connection problem for the generalized hypergeometric function

Y. Matsuhira, H. Nagoya

We solve connection problem between fundamental solutions at singular points $0$ and $1$ for the generalized hypergeometric function, using analytic continuation of the integral re…

math-ph2018★ 12 cited

Combinatorial expressions for the tau functions of $q$ -Painlevé V and III equations

Yuya Matsuhira, Hajime Nagoya

We derive series representations for the tau functions of the $q$ -Painlevé V, $II I_{1}$ , $II I_{2}$ , and $II I_{3}$ equations, as degenerations of the tau functi…

Connection problem for the generalized hypergeometric function

Combinatorial expressions for the tau functions of q-Painlevé V and III equations

Combinatorial expressions for the tau functions of $q$ -Painlevé V and III equations