What are the best intro books for topology?

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SUMMARY

The best introductory book for topology recommended in the discussion is "Introduction to Topology and Modern Analysis" by George Simmons. This book is praised for its clarity and accessibility, although it does assume a basic understanding of open sets and fundamental concepts. Readers should be prepared to familiarize themselves with these foundational topics quickly. Overall, Simmons' work serves as an excellent starting point for those new to topology.

PREREQUISITES
  • Basic understanding of open sets in topology
  • Familiarity with fundamental concepts in analysis
  • Interest in mathematical rigor and abstraction
  • Willingness to engage with theoretical mathematics
NEXT STEPS
  • Explore additional topology texts such as "Topology" by James Munkres
  • Research the concept of open sets in greater detail
  • Study foundational analysis concepts to strengthen understanding
  • Look into online courses or lectures on introductory topology
USEFUL FOR

This discussion is beneficial for students beginning their journey in topology, educators seeking teaching resources, and anyone interested in foundational mathematical analysis.

mateomy
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I'm sure this has already been a thread but I'm currently taking my first analysis course and I was wondering (because the tiny bit I've been introduced to so far is so interesting) what the best intro books to topology would be.


Thanks!
 
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George Simmons - Introduction to topology and modern analysis
That's the nicest intro topology book I've come across so far (although iirc it does assume a knowledge of what open sets are and other basic things which don't take two seconds to pick up anyway)
 

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