What are some good Complex Analysis, Real Analysis, Number Theory, Topology, Modern Algebra, Abstract Algebra, etc. Text books?

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anonymous · Answer

topology: munkres if you can stomach topology

anonymous · Answer

complex i think alfphors is the standard bearer

anonymous · Answer

real analysis try rudin http://www.amazon.com/gp/product/007054235X/ref=pd_lpo_k2_dp_sr_1?pf_rd_p=486539851&pf_rd_s=lpo-top-stripe-1&pf_rd_t=201&pf_rd_i=0070542341&pf_rd_m=ATVPDKIKX0DER&pf_rd_r=0ARCJMZ6GJYK8CF0CWXG baby rudin, not "real and complex" at least not to sart

anonymous · Answer

what kind of algebra?  good basic one is herstein.   "topics in algebra" i think it is called

somethingawesome · Answer

Also, Bartle for Real Analysis, Gallian for Algebra are pretty good.

anonymous · Answer

but i would go to the library and get lots.  easy ones with easy examples.

anonymous · Answer

Bartle yes for sure. lots of good examples as i remember

anonymous · Answer

If you haven't had number theory before, A Friendly Introduction to Number Theory by Silverman is a really good book.

anonymous · Answer

elementary number theory i think there is an easy book by underwood dudley that assumes nothing.

anonymous · Answer

also elementery number theory by Alan A Jones

anonymous · Answer

Thanks guys. Let me know if you come across anymore :D I have Cartan's complex book but its a bit too intense for me at the moment. And of course I have Spivak's calculus on manifolds but that is brain numbing lol.

anonymous · Answer

i'm interested in a topology primer - i'm an econ student wanting to get into dynamic analysis