Reference request for modules over polynomial rings We didn't cover these in class but have homework about them, but what do I call "$F[x]$-modules"? (how do I say it out loud) Modules over polynomial rings? What do I google to find lecture notes about these algebraic structures?
Sorry if this is a bit of a vague question, but I've never been in a situation where I don't know what to google. Also helpful would be good lecture notes on modules at the Dummit & Foote level.

An $F[X]$-module $V$ is exactly an $F$-module, i.e. a vector space over $F$, together with a linear transformation $V\to V$.
These are often studied as a special case of modules over principal ideal domains.  So, for example, there is a well-known structure theorem (note that $F[X]$ is mentioned explicitly in the corollaries section).
