Bounded Tightness for Weak Topologies

  • Published 2002


In every space for which there exists a strictly finer topology than its weak topology but with the same bounded sets (like for instance, all infinite dimensional Banach spaces, the space of distributions (Ω) or the space of analytic functions A(Ω) in an open set Ω ⊂ , etc.) there is a set A such that 0 is in the weak closure of A but 0 is not in the weak… (More)

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