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- W2337034562 abstract "We provide the weak factorization of the Hardy spaces $H^{p}(mathbb{R}_+, dm_{lambda})$ in the Bessel setting, for $pin left(frac{2lambda + 1}{2lambda + 2}, 1right]$. As a corollary we obtain a characterization of the boundedness of the commutator $[b, R_{Delta_{lambda}}]$ from $L^{q}(mathbb{R}_+, dm_{lambda})$ to $L^{r}(mathbb{R}_+, dm_{lambda})$ when $bin textrm{Lip}_{alpha}(mathbb{R}_+, dm_{lambda})$ provided that $alpha = frac{1}{q} - frac{1}{r}$. The results are a slight generalization and modification of the work of Duong, Li, Yang, and the second named author, which in turn are based on modifications and adaptations of work by Uchiyama." @default.
- W2337034562 created "2016-06-24" @default.
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- W2337034562 date "2016-04-08" @default.
- W2337034562 modified "2023-09-23" @default.
- W2337034562 title "Weak factorization of Hardy spaces in the Bessel setting" @default.
- W2337034562 hasPublicationYear "2016" @default.
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