Abstract
A function is simply continuous if for each open set in , the set is the union of open and a nowhere dense set in . The maximal additive and maximal multiplicative family for the class of all simply continuous functions is investigated.
Citation
Ján Borsík. "MAXIMAL ADDITIVE AND MAXIMAL MULTIPLICATIVE FAMILY FOR THE CLASS OF SIMPLY CONTINUOUS FUNCTIONS." Real Anal. Exchange 20 (1) 204 - 211, 1994/1995. https://doi.org/10.2307/44152481
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