3 ms·
Doesn't "continuous" make all the difference here? AC doesn't contain a comparable limitation, so the analogy doesn't work that week.
by alexey-salmin 1y ago
Doesn't "continuous" make all the difference here? AC doesn't contain a comparable limitation, so the analogy doesn't work that week.
- gsf_emergency 1y agoCareful here, you might wake up the diabol (of pure algebra)
- pfortuny 1y agoYes, but the parent comment is trying to say "imagine the world would only be made up of topological spaces and continuous maps". Then the retraction principle would not hold.