Dual vector space

Let be a vector space over a field . The dual vector space is the space of all linear functionals , i.e. . #m/def/linalg Elements of this space are called dual vectors or covectors of .

In the context of TVSs we consider

A covector is an example of Tensor, and are important in the general definition of these objects.

#state/develop | #lang/en | #SemBr