Conjugate elements
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7/7/2026, 8:51:12 AM · Ancient Tree
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Let $G$ be a group. Two elements $a,b\in G$ are said to be conjugate if there exists some element $g\in G$ such that1
Let $G$ be a [[Group|group]]. Two elements $a,b\in G$ are said to be conjugate if there exists some element $g\in G$ such that2
$$b=g*a*g^{-1}$$Revision 241
7/7/2026, 8:50:58 AM · Ancient Tree
Concept created
Let $G$ be a group. Two elements $a,b\in G$ are said to be conjugate if there exists some element $g\in G$ such that
$$b=g*a*g^{-1}$$