Bilinear pseudo-differential operators with symbols in general Hörmander classes BS_{ρ,δ}^m are bounded from H^p × H^q to L^r under the order condition m ≤ m_ρ(p,q) - n max{δ-ρ,0}/max{r,2}, extending prior results to δ > ρ.
Naibo, On theL ∞ ×L ∞ →BMO mapping property for certain bilinear pseudod- ifferential operators,Proc
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Weighted and unweighted regularity of bilinear pseudo-differential operators with symbols in general H\"{o}rmander classes
Bilinear pseudo-differential operators with symbols in general Hörmander classes BS_{ρ,δ}^m are bounded from H^p × H^q to L^r under the order condition m ≤ m_ρ(p,q) - n max{δ-ρ,0}/max{r,2}, extending prior results to δ > ρ.