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Continuum theory, point-set topology, spaces with algebraic structure, foundations, dimension theory, local and global properties.

10 votes
1 answer
2k views

Different forms of compactness and their relation

Given a topological space X one can define several notion of compactness: X is compact if every open cover has a finite subcover. X is sequentially compact if every sequence has a convergent subsequ …
Bruno Stonek's user avatar
  • 3,004
5 votes
3 answers
546 views

Nonmetrizable uniformities with metrizable topologies

I'm looking for such pathological examples of uniform spaces which are not metrizable, but whose underlying topology is metrizable. Willard in his General Topology text constructs such a uniformity us …
Bruno Stonek's user avatar
  • 3,004
24 votes
6 answers
5k views

A good place to read about uniform spaces

I'd like to learn a bit about uniform spaces, why are they useful, how do they arise, what do they generalize, etc., without getting away from the context of general topology. I have to prepare an 1h3 …
Bruno Stonek's user avatar
  • 3,004