论文标题
solutions monomiales minimalesinréductiblesdans $ sl_ {2}（\ mathbb {z}/p^{n} \ mathbb {z}）$
Solutions monomiales minimales irréductibles dans $SL_{2}(\mathbb{Z}/p^{n}\mathbb{Z})$
论文作者
论文摘要
在本文中，我们研究了模块化组的一致性亚组的组合。更确切地说，我们考虑了最小单溶液的概念。这些是矩阵方程式的解决方案（也出现在Coxeter Friezes的研究中），Modulo a integer $ n $，其组件的组件相同且最少。这里的目的是表征这种类型的解决方案，以验证不可约性模型的属性。
In this article, we study the combinatorics of congruence subgroups of the modular group. More precisely, we consider the notion of minimal monomial solutions. These are the solutions of a matrix equation (also appearing in the study of Coxeter friezes), modulo an integer $N$, whose components are identical and minimal for this property. The objective here is to characterize the solutions of this type verifying a property of irreducibility modulo a prime power.
