\begin{definition}[Definition:Reflexive Bilinear Space]
Let $\mathbb K$ be a field.
Let $\left({V, f}\right)$ be a bilinear space over $\mathbb K$.
Then $\left({V, f}\right)$ is '''reflexive''' {{iff}} $f$ is a reflexive bilinear form.
Category:Definitions/Bilinear Forms
\end{definition}