ON GROUPS OF ODD ORDER AND RANK $\[ \le 2\]$

Citation:

Fan Yun.ON GROUPS OF ODD ORDER AND RANK $\[ \le 2\]$[J].Chinese Annals of Mathematics B,1986,7(3):350~364
Page view: 1092        Net amount: 727

Authors:

Fan Yun;
Abstract: The least commonmultiple of dimensions of chief factors of a finite solvable group is called the rank of the group. The groups of odd order with trivial Fratttini subgroups all of whose subgroups but itself have ranks are completely determined (Theorem A). For an odd number a necessary and sufficient condition for the groups of order n all to be of rank $\[ \le 2\]$ is obtained (Theorem B).

Keywords:


Classification:

Download PDF Full-Text

主管单位:国家教育部 主办单位:复旦大学 地址:220 Handan Road, Fudan University, Shanghai, China E-mail:edcam@fudan.edu.cn

本系统由北京勤云科技发展有限公司提供技术支持