Abstract
Some properties of finite continuous functions are investigated. In particular we show that, in the class of Darboux functions, the family of 2-continuous functions is the same as the family $B_1^{**}$ and the set of all discontinuity points of finite continuous, Darboux functions is nowhere dense.
Citation
Mariola Marciniak. "Finite Continuous, Darboux Functions." Real Anal. Exchange 26 (1) 417 - 420, 2000/2001.
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