engleski

H-distributions : An extension of H-measures to an L^p - L^q setting

We use the continuity of Fourier multiplier operators on $L^p$ to introduce the $H$-distributions --- an extension of $H$-measures in the $L^p$ framework. We apply the $H$-distributions to obtain an $L^p$ version of the localisation principle, and reprove the Murat $L^p$---$L^{; ; ; ; p'}; ; ; ; $ variant of div-curl lemma.

H-measures; L^p framework; localisation principle; div-curl lemma

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