Dual Space

$V^{\ast }=\left\{L(V,\mathbb{F})\right\}$

• $V^{\ast }$ is the dual space of a vector space $V$ and is defined as the set of all linear transformations/functors of $V$ onto $\mathbb{F}$, a field or scalar
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  $V^{\ast }=\left\{L(V,\mathbb{F})\right\}$