Abstract
We obtain the operator norms of the n-dimensional fractional Hardy operator H α (0 < α < n) from weighted Lebesgue spaces $$L_{\left| x \right|^\rho }^p (\mathbb{R}^n )$$ to weighted weak Lebesgue spaces $$L_{\left| x \right|^\beta }^{q,\infty } (\mathbb{R}^n )$$ .
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