Noun
conjugacy (countable and uncountable, plural conjugacies)
(mathematics) The condition or state of being conjugate.
By contrast, if n is even, then 4 divides the order of the group, and the subgroups of order 2 are no longer Sylow subgroups, and in fact they fall into two conjugacy classes, geometrically according to whether they pass through two vertices or two faces. Source: Internet
In some cases, conjugacy classes can be described in a uniform way – for example, in the symmetric group they can be described by cycle structure. Source: Internet
He developed the Hering's law of equal innervation to describe the conjugacy of eye movements in animals. Source: Internet
Knowledge of the divisors of the group order G can often be used to gain information about the order of the center or of the conjugacy classes. Source: Internet
McKay's E 8 observation There are also connections between the Monster and the extended Dynkin diagrams specifically between the nodes of the diagram and certain conjugacy classes in the Monster, known as McKay's E 8 observation. Source: Internet
The class number of G is the number of distinct (nonequivalent) conjugacy classes. Source: Internet