terms |
metabelian |
As a noun terms
is .
As an adjective metabelian is
(mathematics) having an abelian commutator subgroup.
wikidiffcom |
metabelian |
As an adjective metabelian is
(mathematics) having an abelian commutator subgroup.
metabelian |
metabolian |
As an adjective metabelian
is (mathematics) having an abelian commutator subgroup.
As a noun metabolian is
(zoology|dated) an insect which undergoes a metamorphosis.
subgroup |
metabelian |
As a noun subgroup
is a group within a larger group; a group whose members are some, but not all, of the members of a larger group.
As a verb subgroup
is to divide or classify into subgroups.
As an adjective metabelian is
(mathematics) having an abelian commutator subgroup.
commutator |
metabelian |
In mathematics|lang=en terms the difference between commutator and metabelian
is that
commutator is (mathematics) (
of a ring'') an element of the form ''ab-ba'', where ''a'' and ''b'' are elements of the ring, it is identical to the ring's zero element if and only if ''a'' and ''b commute while
metabelian is (mathematics) having an abelian commutator subgroup.
As a noun commutator
is an electrical switch, in a generator or motor, that periodically reverses the direction of an electric current.
As an adjective metabelian is
(mathematics) having an abelian commutator subgroup.
abelian |
metabelian |
In mathematics terms the difference between abelian and metabelian
is that
abelian is having a commutative defining operation while
metabelian is having an abelian commutator subgroup.
As a noun Abelian
is a member of a sect in fourth-century Africa mentioned by St. Augustine, who states that they married but lived in continence after the manner, as they claimed, of Abel.
