Abstract
In this paper we shall show that every function $f\colon\Re^2\rightarrow \Re$ having the Baire property and ${\cal I}$-approximately continuous in ${\cal I}_1$-almost everywhere direction at every point is of the first class of Baire.
Citation
Bożena Szkopińska. "Functions I-Approximately Continuous in I1 A. E. Direction at Every Point." Real Anal. Exchange 26 (2) 913 - 918, 2000/2001.
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