Abstract
In this article we establish some conditions concerning the sections $f^y$ of a function $f:{\mathR}^2 \to {\mathR}$ having Lebesgue measurable sections $f_x$ which imply the measurability of $f$. The first condition is more general than condition ${\cal A}$ introduced in \cite{5}.
Citation
Zbigniew Grande. "Quasicontinuity and measurability of functions of two variables.." Real Anal. Exchange 28 (1) 7 - 14, 2002-2003.
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