Omega and agemo subgroup
http://dbpedia.org/resource/Omega_and_agemo_subgroup
In mathematics, or more specifically group theory, the omega and agemo subgroups described the so-called "power structure" of a finite p-group. They were introduced in where they were used to describe a class of finite p-groups whose structure was sufficiently similar to that of finite abelian p-groups, the so-called, regular p-groups. The relationship between power and commutator structure forms a central theme in the modern study of p-groups, as exemplified in the work on uniformly powerful p-groups.
rdf:langString
rdf:langString
Omega and agemo subgroup
xsd:integer
23046974
xsd:integer
1112842800
rdf:langString
In mathematics, or more specifically group theory, the omega and agemo subgroups described the so-called "power structure" of a finite p-group. They were introduced in where they were used to describe a class of finite p-groups whose structure was sufficiently similar to that of finite abelian p-groups, the so-called, regular p-groups. The relationship between power and commutator structure forms a central theme in the modern study of p-groups, as exemplified in the work on uniformly powerful p-groups. The word "agemo" is just "omega" spelled backwards, and the agemo subgroup is denoted by an upside-down omega.
xsd:nonNegativeInteger
6983