It is not necessary to know the order of the group G in advance.

There may be distinct normal series for a group "G".

For example, group G had 64.4% interaction in the orientation phase during the first visit.

The action of any group G on itself by left multiplication is regular, and thus faithful as well.

The group G is also the structure group of the bundle.

A group G with a partial order is called an ordered group.

The fundamental group of the presentation complex is the group G itself.

A block of a group G is a short subnormal subgroup.

The entire group G corresponds to the base field Q.

For a finite group "G", the multiplication table provides a presentation.