Question: Given a group $G$, a left $G$-space $X$, and an element $x in X$, prove that the isotropy group of $x$ is a subgroup of
Given a group $G$, a left $G$-space $X$, and an element $x \in X$, prove that the isotropy group of $x$ is a subgroup of $G$.
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To prove that the isotropy group of an element x in X is a subgroup of the group G we must show that ... View full answer
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