The Hardy Uncertainty Principle Revisited

Mathematics – Analysis of PDEs

Scientific paper

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Scientific paper

We give a real-variable proof of the Hardy uncertainty principle. The method
is based on energy estimates for evolutions with positive viscosity, convexity
properties of free waves with Gaussian decay at two different times, elliptic
$L^2$-estimates and the invertibility of the Fourier transform on $L^2(\Rn)$
and $\mathcal S'(\Rn)$.

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