Fractional operators T_{α,m} extend boundedly from H_X to Y (or X when α=0) for O(n)-invariant ball quasi-Banach spaces X, with new applications to Lorentz and Orlicz spaces.
Cruz-Uribe and D
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Fractional type operators on Hardy spaces associated with ball quasi-Banach function spaces
Fractional operators T_{α,m} extend boundedly from H_X to Y (or X when α=0) for O(n)-invariant ball quasi-Banach spaces X, with new applications to Lorentz and Orlicz spaces.