论文标题
有限组的最大交叉点
Maximal intersections in finite groups
论文作者
论文摘要
对于有限的组$ g $，我们研究了四个不变的行为，$ \ text {maxdim}（g），$ $ \ $ \ text {mindim}（g），$ $ $ $ \ text {maxint}（g）$ and $ \ text {minint}（g）（g）（g），$以某种方式测量lattice $ lattice $ g \ g \ g \ g \ g。 $G。$的最大亚组
For a finite group $G$, we investigate the behaviour of four invariants, $\text{MaxDim}(G),$ $\text{MinDim}(G),$ $\text{MaxInt}(G)$ and $\text{MinInt}(G),$ measuring in some way the width and the height of the lattice $\mathcal M(G)$ consisting of the intersections of the maximal subgroups of $G.$
