Yusuke Ikawa

most citedHypergeometric Solutions for the

q

-Painlevé Equation of type

E_{6}^{(1)}

by Padé Method

10 citations · 10 across the 1 of their papers we have counts for

collaborators

1 paper

math-ph2012★ 10 cited

Hypergeometric Solutions for the $q$ -Painlevé Equation of type $E_{6}^{(1)}$ by Padé Method

Yusuke Ikawa

The $q$ -Painlevé equation of type $E_{6}^{(1)}$ is obtained by Padé method. Special solutions in determinant formula to the $q$ -Painlevé equation is presented. A relation between Pad…

Hypergeometric Solutions for the q-Painlevé Equation of type E6(1)​ by Padé Method

Hypergeometric Solutions for the $q$ -Painlevé Equation of type $E_{6}^{(1)}$ by Padé Method