Abstract
In the paper it is shown that the strongly quasi-uniform limit of a sequence of 1-improvable discontinuous functions on a complete space \(X\) is a 1-improvable discontinuous function or a continuous function. Automatically the same result will be valid for uniform convergence.
Citation
Jadwiga Wolnicka. "Quasi-uniform convergence of sequences of 1-improvable discontinuous functions." Real Anal. Exchange 21 (2) 750 - 754, 1995/1996.
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