Just purchased this textbook and the abstract algebra textbook from Lang...

Just purchased this textbook and the abstract algebra textbook from Lang. Are these good resources alone to learn the material? If not, what other (free) resources pair well with these books?

Other urls found in this thread:

springer.com/us/book/9780387903286
springer.com/us/book/9780387944609
amazon.com/Basic-Complex-Analysis-Comprehensive-Course/dp/1470411008
amazon.com/Advanced-Complex-Analysis-Comprehensive-Course/dp/1470411016
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>Are these good resources alone to learn the material?
No, Lang is a meme.

Also general abstract algebra books are also a meme, get a book for whatever specific topic you're interested in (rings, groups, fields, commutative algebra, homological algebra, representation theory, etc.)

what about Lang is a meme?

Don't have his algebra book, but his complex analysis book is good.

I’ve got them both. They are both good, but at oddly different levels. The complex analysis book is not nearly as advanced as the algebra book.

There's literally a point in that book (in the statement of the residue theorem I think) where Lang writes [math]\sqrt{-1}[/math] instead of [math]i[/math], since he refuses to use another variable as an index in a sum. He even makes a note about it. Literally a meme.

shut up honestly

just use j

>shut up honestly
What's wrong?

Why do you think general abstract algebra books as you put it are a 'meme'