We consider a new class of open covers and classes of spaces defined from them, called "iota spaces". We explore their relationship with epsilon-spaces (that is, spaces having all finite powers Lindelof) and countable network weight. An example of a hereditarily epsilon-space whose square is not hereditarily Lindelof is provided answering a question from.
|Numero di pagine||15|
|Rivista||Topology and its Applications|
|Stato di pubblicazione||Published - 2014|
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