论文标题
$ q $ - 差异方程式的Jimbo-Sakai家族的单片数据空间
The space of monodromy data for the Jimbo-Sakai family of $q$-difference equations
论文作者
论文摘要
我们制定了一种几何riemann-hilbert对应，该对应适用于Jimbo和sakai的派生，从``Isomonodromy''条件的方程式$ q $ -pvi。这是朝着$ q $ -isomonoDromy和$ q $ -isostokes升级到$ q $-painlevé的工作中迈出的一步。
We formulate a geometric Riemann-Hilbert correspondence that applies to the derivation by Jimbo and Sakai of equation $q$-PVI from ``isomonodromy'' conditions. This is a step within work in progress towards the application of $q$-isomonodromy and $q$-isoStokes to $q$-Painlevé.
