Feral dual spaces and (strongly) distinguished spaces c(x)

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  • who: Jerzy Kau0327kol from the Faculty of Mathematics and Informatics, AMickiewicz University, Poznanu0301, Poland have published the article: Feral dual spaces and (strongly) distinguished spaces C(X), in the Journal: (JOURNAL)
  • what: Being motivated by results from papers mentioned above the authors propose Definition 1 A locally convex space E is strongly distinguished if its strong dual E u03b2 caries the finest locally convex topology (i.e. any absolutely convex and absorbing subset of E u03b2 is a neighbourhood of zero). The authors show that Example 1 There exists an uncountable pseudocompact Haydon space X . . .

     

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