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ON THE GEOMETRY OF MEASURABLE SETS IN $ N$-DIMENSIONAL SPACE ON WHICH GENERALIZED LOCALIZATION HOLDS FOR MULTIPLE FOURIER SERIES OF FUNCTIONS IN $ L_p$, $ p>1$ - MaRDI portal

ON THE GEOMETRY OF MEASURABLE SETS IN $ N$-DIMENSIONAL SPACE ON WHICH GENERALIZED LOCALIZATION HOLDS FOR MULTIPLE FOURIER SERIES OF FUNCTIONS IN $ L_p$, $ p>1$ (Q3346770)

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ON THE GEOMETRY OF MEASURABLE SETS IN $ N$-DIMENSIONAL SPACE ON WHICH GENERALIZED LOCALIZATION HOLDS FOR MULTIPLE FOURIER SERIES OF FUNCTIONS IN $ L_p$, $ p>1$
scientific article

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    ON THE GEOMETRY OF MEASURABLE SETS IN $ N$-DIMENSIONAL SPACE ON WHICH GENERALIZED LOCALIZATION HOLDS FOR MULTIPLE FOURIER SERIES OF FUNCTIONS IN $ L_p$, $ p>1$ (English)
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    1984
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    congruence almost everywhere
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    generalized localization almost everywhere
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