Finite p-Groups Whose Subgroups of Given Order are Isomorphic and Minimal Non-abelian

Finite p-Groups Whose Subgroups of Given Order

are Isomorphic and Minimal Non-abelian

Qinhai Zhang[1];

【期刊名称】《代数集刊：英文版》 【年(卷),期】2019(026)001

【摘要】Finite p-groups whose subgroups of given order are isomorphic and minimal non-abelian are classified. In addition, two results on a chain condition of At-groups are improved. 【总页数】8页(P.1-8)

【关键词】metacyclic p-groups;At-groups;chain condition of At-groups 【作者】Qinhai Zhang[1];

【作者单位】[1]Department of Mathematics, Shanxi Normal University Lin fen, Shanxi 041004, China; 【正文语种】英文 【中图分类】O1 【相关文献】

1.Simulation of 3D parachute fluid-structure interaction based on nonlinear finite element method and preconditioning finite volume method [J], Fan Yuxin; Xia Jian

2.Finite-time Attitude Control: A Finite-time Passivity Approach [J], Shuochen Liu; Zhiyong Geng; Junyong Sun

3.A TVD-WAF-based hybrid finite volume and finite difference scheme

for nonlinearly dispersive wave equations [J], Jing Yin; Jia-wen Sun; Zi-feng Jiao 4.IMPROVED

LOCALLY

CONFORMAL

FINITE-DIFFERENCE

TIME-

DOMAIN METHOD FOR EDGE INCLINED SLOTS IN A FINITE WALL THICKNESS WAVEGUIDE [J], Li Long; Zhang Yu; Liang Changhong 5.Finite Size Effect on the in-Medium Chiral Condensate at Finite Density [J], XIA Cheng-Jun; PENG Guang-Xiong; HOU Jia-Xun

以上内容为文献基本信息，获取文献全文请下载