Dual Space

#Math

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

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