No it doesn't.
This exactly.
You sound interested in your idea of mathematics, rather than mathematics.
Pop Mathematics
Liam Diaz
Wyatt Sullivan
It's only cringe if you don't know what you're talking about
Samuel Hill
Selfish bump hoping for a response to my question here:
Thomas James
I have taken Calculus up to Differential Equations. Can somebody confirm this as being a good introduction to Topology?
Henry Martin
The Road to Reality by Penrose
It's unbelievably enlightening, even with a math background.
Nicholas Stewart
Munkres' Topology is super accessible with the background you mention.
Joseph Bennett
Seconding . Munkres is widely regarded as a really good intro to topology.
Carter Rogers
bump for interest
Mason Gutierrez
Guy who posted Munkres' earlier. Tbh, before getting into point set topology I'd recommend learning some intro to real analysis stuff. It gives you a specific topology to think about (metric topology on \mathbb{R}) which makes the abstract way less mystifying. But Munkres was my intro to topology book that I took concurrently with into to real analysis a couple years ago and it served me well
Kevin Nelson
The Millennium Problems has a pretty good overview of several different areas of math, and has very good intros to calculus, topology and group theory while it explains the problems.