# First course in linear algebra and matrices over arbitrary fields

I'm looking for an elementary introduction to linear algebra (and matrices) over an arbitrary field.

A lot of recommended books on the subject work only over the field of real or complex numbers (and this is inappropriate for me, I would like that there won't be a discussion whether I'm right from a pedagogical perspective).

I know of the book by Hoffman and Kunze. Are there any more books like that (maybe more modern and a little less dry, maybe not)?

If you're thinking more like extensions of $\mathbb{Q}$, I'm not too sure what to recommend, but I bet you would have luck asking someone who works in commutative algebra.