Countable-Codimensional Subspaces of c0-
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J. M. Garcia-Lafuente
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Article
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1987
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John Wiley and Sons
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English
⚖ 327 KB
A HAUSDORFF locally convex space is said to be c,-barrelled (respectively cu-barrelled) if each sequence in the dual space t h a t converges weakly to 0 (res!,r:ctively t h a t is weakly ?.~oundecl), is equicontinuous. It is proved that if a c,,-barrelled space E has dual E' weakly sequentially comp