Colloquium
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filed under:
Colloquium
C(X), locally convex spaces and measurable cardinals, by Miroslav Husek (Charles University at Prague)
| What | Colloquium |
|---|---|
| When |
Mar 04, 2008 from 04:10 pm to 05:00 pm |
| Where | 218 Morton Hall |
| Contact Name | Vladimir Uspenskiy |
| Contact Email | uspensk@math.ohiou.edu |
| Contact Phone | 740-593-1280 |
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Abstract: There are classical results characterizing topological spaces X such that the space of continuous functions C(X) endowed with pointwise convergence belongs to a specified class of locally convex spaces. For instance, C(X) is bornological (or Mazur) iff X is realcompact. Various generalizations will be discussed. For some X, the characterizations are related to measurable cardinals
