How much of a meme is this book list? Beginner list seems reasonable-ish, (a book to functions and another to coordinates seems a bit odd/unnecessary), some abstraction of basic math by lang, then computative calc which is reasonable Apostle probably would be better but this assumes no mathematical maturity. A couple books on proofs/writing proofs I assume you pick one. Same deal with set theory (though doesn't most proof books teach set notation?) LA before Algebra is also reasonable. Not sure why there's two books for analysis though, two semesters I assume? Then real and conplex analysis which again is reasonable (I assume, undergrad fag), then topology then some random specialization topics at the end.

Is this a reasonable list? Book selection seemed to be by respectable authors, though I might do Lang for as many as possible just because I like Lang. I know it's lacking differential equations, what would you recommend for it?