Hyperplanes of  k-barrelled spaces

S. Radenović

Displaying similar documents to “Hyperplanes of k-barrelled spaces”

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A note on the topology associated with a locally convex space.

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It is well known that some dense subspaces of a barrelled space could be not barrelled. Here we prove that dense subspaces of l_∞ (Ω, X) are barrelled (unordered Baire-like or p?barrelled) spaces if they have ?enough? subspaces with the considered barrelledness property and if the normed space X has this barrelledness property. These dense subspaces are used in measure theory and its barrelledness is related with some sequences of unitary vectors. ...

Boundedly completed subspaces in locally convex spaces.

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