This website requires JavaScript.

IBIS soluble linear groups

Andrea LucchiniDmitry Malinin
Dec 2022
摘要
Let $G$ be a finite permutation group on $\Omega.$ An ordered sequence$(\omega_1,\dots, \omega_t)$ of elements of $\Omega$ is an irredundant base for$G$ if the pointwise stabilizer is trivial and no point is fixed by thestabilizer of its predecessors. If all irredundant bases of $G$ have the samecardinality, $G$ is said to be an IBIS group. In this paper we give aclassification of quasi-primitive soluble irreducible IBIS linear groups, andwe also describe nilpotent and metacyclic IBIS linear groups and IBIS lineargroups of odd order.
展开全部
图表提取

暂无人提供速读十问回答

论文十问由沈向洋博士提出,鼓励大家带着这十个问题去阅读论文,用有用的信息构建认知模型。写出自己的十问回答,还有机会在当前页面展示哦。

Q1论文试图解决什么问题?
Q2这是否是一个新的问题?
Q3这篇文章要验证一个什么科学假设?
0
被引用
笔记
问答