论文标题
ThéorieAnalytique localedeséquationsaux $ q $-différencesde pentes仲裁
Théorie analytique locale des équations aux $q$-différences de pentes arbitraires
论文作者
论文摘要
Ramis，Sauloy和Zhang [15，14]获得了局部分析分类和对复杂线性分析Q差异方程的GALOIS组的描述，假设牛顿多边形的斜率是不可或缺的。在这项工作中，我们放松了这一假设。
The local analytic classification and the description of the Galois group for complex linear analytic q-difference equations have been obtained by Ramis, Sauloy and Zhang [15, 14] under the assumption that the slopes of the Newton polygon are integral. In this work, we relax that assumption.
