论文标题
某些准室外组的组代数组的单位组
Unit Groups of group algebras of certain quasidihedral group
论文作者
论文摘要
令$ f_ {q} $为特征的任何有限字段$ p> 0 $，$ q = p^{n} $元素。在本文中，我们获得了组的单位组的完整结构，代数$ f_ {q} [qd_ {2^k}] $，对于$ k = 4 $和$ 5 $，对于任何prime $ p> 0 $，其中$ qd_ {2^k} $是quasidiheDiheDiheDihedral of quasidiheDral of quasiDiheDral of quasidral
Let $F_{q}$ be any finite field of characteristic $p>0$ having $q = p^{n}$ elements. In this paper, we have obtained the complete structure of unit groups of group algebras $F_{q}[QD_{2^k}]$, for $k = 4$ and $5$, for any prime $p>0$, where $QD_{2^k}$ is quasidihedral group of order $2^k$
