#
1 definition
by
**Isomorphizm **

Top Definition

The Chad of all algebraic structures, a group is a set equipped with an associative binary operation, which contains an identity as well as an inverse for each element.

Groups give mathematicians a general way of describing structures with symmetry. They are very sexy and I dream about them in my sleep.

Groups give mathematicians a general way of describing structures with symmetry. They are very sexy and I dream about them in my sleep.

If (G, • ) is a group with identity e, then Frobenius’ Theorem tells us that:

k divides |G| => k divides |{g∈ G : g^k = e}|

k divides |G| => k divides |{g∈ G : g^k = e}|

by Isomorphizm
June 17, 2020