Fractional Hardy inequalities in doubling metric measure spaces self-improve in both the power p and the regularity theta, via an equivalence with Hardy inequalities in hyperbolic fillings.
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Self-improvement of fractional Hardy inequalities in metric measure spaces via hyperbolic fillings
Fractional Hardy inequalities in doubling metric measure spaces self-improve in both the power p and the regularity theta, via an equivalence with Hardy inequalities in hyperbolic fillings.