I'm having a hard time with this, I asked a tutor and he couldn't think of an example either.
The bilinear form on a vector space $V$ is a map $f: V \times V \rightarrow F$ that satisfies linearity in both variables.
I'm having a hard time with this, I asked a tutor and he couldn't think of an example either.
The bilinear form on a vector space $V$ is a map $f: V \times V \rightarrow F$ that satisfies linearity in both variables.