Assertion: abelian group's element | /r/HasProperty | subgroup generator
Facets:
Source sentences:
text: Every Element Is Subgroup Generator
text: In an Abelian group, each element is in a conjugacy class by itself, and the character table involves powers of a single element known as a group generator.
text: If G = ⟨S⟩, then we say that S generates G, and the elements in S are called generators or group generators.
text: Every Element Is Subgroup Generator
text: In an Abelian group, each element is in a conjugacy class by itself, and the character table involves powers of a single element known as a group generator.