Given a group representation $\rho: G \to GL(V)$, a quotient representation is a representation of $G$
$$ \tilde{\rho}:G \to GL(V/W), $$where $W$ is an invariant vector subspace of $V$, defined by
$$ \tilde{\rho}(g): v+W \mapsto \rho(g)(v)+W. $$________________________________________
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Author of the notes: Antonio J. Pan-Collantes
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