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Mazur-like topological linear spaces and their products. (English) Zbl 0886.46005
A topological linear space \(X\) is called a Mazur space if every sequentially continuous linear functional on \(X\) is continuous. There are studied variations of this property and closedness under products of the resulting Mazur-like spaces.
Reviewer: J.Rosický (Brno)

MSC:
46A99 Topological linear spaces and related structures
54C08 Weak and generalized continuity
54B10 Product spaces in general topology
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