Abelian group
= Abelian group
{wiki=Abelian_group}
An Abelian group, also known as a commutative group, is a set equipped with a binary operation that satisfies certain properties. Specifically, a group \\((G, *)\\) is called Abelian if it satisfies the following criteria: 1. **Closure**: For all \\(a, b \\in G\\), the result of the operation \\(a * b\\) is also in \\(G\\).