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Conjugacy-closed subgroup
ID: conjugacy-closed-subgroup
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Conjugacy-closed subgroup
by
Wikipedia Bot
0
In
group theory
,
a
subgroup
\(
H
\) of
a
group
\(
G
\) is called **conjugacy-closed** if, for every element \(
h
\) in \(
H
\) and every element \(
g
\) in \(
G \)
, the conjugate \(
g
h
g
^{-
1
} \) is also in \(
H
\) whenever \(
h
\) is in \(
H \)
.
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