Elementary abelian group

In group theory, an elementary abelian group (or elementary abelian p-group) is an abelian group in which every nontrivial element has order p. The number p must be prime, and the elementary abelian groups are a particular kind of p-group. The case where p = 2, i.e., an elementary abelian 2-group, is sometimes called a Boolean group.

单词	Boolean group
释义	Boolean group 英语百科 Elementary abelian group In group theory, an elementary abelian group (or elementary abelian p-group) is an abelian group in which every nontrivial element has order p. The number p must be prime, and the elementary abelian groups are a particular kind of p-group. The case where p = 2, i.e., an elementary abelian 2-group, is sometimes called a Boolean group.
随便看	Social movement Social Movements Social Multiplier Effect social national income Social nature social nature of conduct social nature of property relations Social navigation social need social needs social negotiation social net output value Social network Social network analysis social network contagion socialnetworking Social Networking social networking fatigue Social networking service Social Networking Site Social networking website Social networking Web site Social networking web sites Social Networks Social Network Site