A group in which the commutative law holds is called?

Abelian group

Galois group

Free group

None of these

Commutative Law: In an Abelian group, for all elements aa and bb in the group, the operation satisfies a⋅b=b⋅aa⋅b=b⋅a.

Commutative Law: In an Abelian group, for all elements $a$ and $b$ in the group, the operation satisfies $a \cdot b = b \cdot a$ .
Named after Niels Henrik Abel: The term "Abelian" is derived from the name of the mathematician Niels Henrik Abel.