Abstract
We prove that for every real function \(f\) defined on a separable, complete and dense in itself metric space \(X\) there exists a \(c\)-dense set \(W\subset X\) such that \(f\upharpoonleft W\) is super quasi-continuous.
Citation
Aleksandra Katafiasz. Tomasz Natkaniec. "A new variant of Blumberg’s theorem." Real Anal. Exchange 22 (2) 806 - 813, 1996/1997.
Information
