Could anyone recommend a good text on topology which would offer a higher level of abstraction than Munkres(and possibly cheaper)? I'd like to start with point set topology, but if the book could touch upon more subfields, that would be a plus. I'm an undergraduate who has taken courses in real analysis (on the level of rudin), combinatorics, complex analysis (Bak & newman), linear algebra and differential equations.
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Munkres is really good, in my opinion. I think it's helpful to get a handle on specific examples of strange topologies, even if you go on to focus on situations that are nicer. Could you explain where you're looking for a higher level of abstraction? – Rylee Lyman May 02 '19 at 15:47
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"General Topology" by Stephen Willard – Robert Thingum May 02 '19 at 21:28