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Concept
Conjugacy Class
A
conjugacy class
in
group theory
is a
set of elements
in a group that are related to each other by conjugation, meaning each element is a 'version' of another obtained by an
inner automorphism
. These classes
partition a group
and are fundamental in understanding the
group's structure
and representations, as they correspond to the
orbits of the
group action
on itself by conjugation.
Relevant Degrees
Algebra 78%
Fundamentals of Mathematics 22%
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