Let $G$ be a real Lie group with a faithful continuous representation on a finite dimensional vector space $V$. Let $C$ be a finite and central subgroup of $G$.
How can I obtain a faithful representation of $G/C$?
Let $G$ be a real Lie group with a faithful continuous representation on a finite dimensional vector space $V$. Let $C$ be a finite and central subgroup of $G$.
How can I obtain a faithful representation of $G/C$?
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