$L^p$ bounds, $1<p<2$, for convolution with an $L^2$-bounded Hörmander kernel on $\mathbb R^d$, uniform in the kernel

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$L^p$ bounds, $1<p<2$, for convolution with an $L^2$-bounded Hörmander kernel on $\mathbb R^d$, uniform in the kernel · Prove2Me