Coset and set of all cosets – math.stackexchange.com

Coset and set of all cosets – math.stackexchange.com

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Let $C$ be a subspace of a vector space $V$ and $x \in V$. The set $x + C = \{ x + c : c \in C \}$ is called a coset of $C$. The set of all cosets is denoted $V/C$. Can you help me with some examples ...

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