I want to read a little about these:
The characteristic polynomial and minimal polynomial of a $T \in\mathrm{End}(V)$, or given a matrix $A$, finding the Jordan form and when can I say it is diagonalizable.
Which books do you think it's good to read for these topics?
I have Hungerford's algebra book and I totally don't understand the multilinear algebra part. I'll need another book. Thank you!