Topology Book from 1974 for Self Study

[@martinhawrylkiewicz2025]

Munkres' General Topology was the textbook I learned Topology from in 1st year grad school. Excellent text book for self study as well.

[@ClumpypooCP]

Yea munkres is great

[@dariosilva85]

Do you have any books or resources that specifically targets proof writing? You said: "in order to learn topology, you first have to know how to write proofs" .

[@fightwithbiomechanix]

The Math Sorcerer has a video on books for proof writing in another video

[@ClumpypooCP]

a book on intro to discrete math probably

[@pabastian]

"It used to belong to a library, until I took it from there" LOL

[@PropannaKantiBiswas]

Is the set of all irrational number homeomorphic to the space of all infinite subset of the set of natural number.

[@cziegl3r]

what qualifies as substantial proof writing experience :p ? I've taken Intro to Proofs, Abstract Algebra, Discrete Math. I will be taking Real Analysis in a few months and plan on doing some preemptive self study on it. I'll have my bachelors probably by the summer, and am seriously considering applying to do a master's in "computational math".