Functions \(\mathcal I\)-approximately continuous in \(\mathcal I_1\) a. e. direction at every point (Q1852432)

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scientific article; zbMATH DE number 1848890
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Functions \(\mathcal I\)-approximately continuous in \(\mathcal I_1\) a. e. direction at every point
scientific article; zbMATH DE number 1848890

    Statements

    Functions \(\mathcal I\)-approximately continuous in \(\mathcal I_1\) a. e. direction at every point (English)
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    5 January 2003
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    \({\mathcal I}\)-density point
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    \({\mathcal I}\)-continuous function
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    first class of Baire
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