I'm working through Rings and Categories of Modules by Anderson and Fuller. It's a great text, but I would like a more modern replacement. The text focuses too much on the language of generation and cogeneration, which is less popular nowadays. It also references itself a little too much for my taste; I would prefer a text that repeats itself in proofs to emphasize techniques over a text that takes a minimal path to build up to results.
I'd like to hear suggestions for a modern introductory text on rings and modules that could serve as a partial replacement for Anderson and Fuller. Thanks!
I ended up finding that T.Y. Lam's A First Course in Noncommutative Rings worked as an excellent supplement to A&F.