Hörmander type theorem for Fourier multipliers with optimal smoothness on Hardy spaces of arbitrary number of parameters (Q2404095)

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Hörmander type theorem for Fourier multipliers with optimal smoothness on Hardy spaces of arbitrary number of parameters
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    Hörmander type theorem for Fourier multipliers with optimal smoothness on Hardy spaces of arbitrary number of parameters (English)
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    12 September 2017
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    Hörmander multiplier
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    minimal smoothness condition
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    Littlewood-Paley's inequality
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    multi-parameter Hardy \(H^p\) spaces
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    multi-parameter Sobolev spaces
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