conjugacy class

Such a length function is constant on each conjugacy class.

The automorphism group is made up of 6 conjugacy classes.

The number of conjugacy classes and irreducible representations is 6.

All elements belonging to the same conjugacy class have the same order.

It can be described as centralizer of any element from the conjugacy class 2A.

This subgroup is self-normalizing so its conjugacy class has 3 members.

McKay further relates the nodes of to conjugacy classes in 2.

The monster has at least 44 conjugacy classes of maximal subgroups.

Characters are class functions, that is, they each take a constant value on a given conjugacy class.

The operation a'xa is called conjugation (see also conjugacy class).

Co has 22 conjugacy classes of maximal subgroups as follows.

N is a union of conjugacy classes of G.

The translations by a given distance in any direction form a conjugacy class; the translation group is the union of those for all distances.

Equivalently, the first set is only one conjugacy class with respect to isometries, while the second has two classes.

These account for (q+2r)/4 conjugacy classes of non-trivial elements.

All cycle structures except the 7-cycle uniquely define a conjugacy class:

The cyclically reduced words are minimal-length representatives of the conjugacy classes in the free group.

Therefore, the maximal tori form a single conjugacy class among the subgroups of G.

Its conjugacy class is an invariant of the pair (X,Y).

There are 11 conjugacy classes of maximal subgroups.

Conjugacy class, a partition of group into elements that share properties of a group.

The study of conjugacy classes figures prominently in the classical theory of division rings.

Any element of conjugacy class 3A generates Sylow 3-subgroup.

The conjugacy classes of are the following:

(The orbits with respect to two groups from the same conjugacy class are isomorphic.)