Sufficient conditions are established for multilinear embedding theorems with fractional sparse operators on power weights and for L^p to L^q bounds on fractional Schrödinger operators.
Hyt¨ onen,The sharp weighted bound for general Calder´ on-Zygmund Operators, Harmonic analysis and partial differential equations, 91–106
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Multilinear embedding theorem for fractional sparse operators
Sufficient conditions are established for multilinear embedding theorems with fractional sparse operators on power weights and for L^p to L^q bounds on fractional Schrödinger operators.