\begin{definition}[Definition:Contravariant Tensor]
Let $F$ be a tensor of type $\tuple {0, l}$:
:$\ds F : \underbrace{{V^*} \times \ldots \times {V^*}}_{\text{$l$ times}} \to \R$
Then $F$ is called a '''contravariant $l$-tensor (on $V$)'''.
\end{definition}