Abstract
The Radon transform is considered as a mapping from Euclidean n-space to a radially weighted mixed norm space. This leads to a strong analog of the Hausdorff-Young theorem for dimensions . A similar estimate is obtained for the Radon transform over the complex domain which holds for all dimensions .
Citation
J. V. Peters. "ANALOGS OF THE HAUSDORFF-YOUNG INEQUALITY FOR THE RADON TRANSFORM." Real Anal. Exchange 19 (1) 106 - 113, 1993/1994. https://doi.org/10.2307/44153818
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