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Listar por autor "Pascuas, Daniel"
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Compostion of Analytic Paraproducts
Aleman, Alexandru; Cascante, Carmen; Fàbrega, Joan; Pascuas, Daniel; Peláez-Márquez, José Ángel
(Elsevier, 2022)
For a fixed analytic function $g$ on the unit disc $\D$, we consider the analytic paraproducts induced by $g$, which are defined by $T_gf(z)= \int_0^z f(\z)g'(\z)\,d\z$, $S_gf(z)= \int_0^z f'(\z)g(\z)\,d\z$, and $M_gf(z)= ... -
On the radicality property for spaces of symbols of bounded Volterra operators
Cascante, Carme; Fàbrega, Joan; Pascuas, Daniel; Peláez-Márquez, José Ángel (Elsevier, 2024-09)
In [1] it is shown that the Bloch space in the unit disc has the following radicality property: if an analytic function g satisfies that , then , for all . Since coincides with the space of analytic symbols g such that the ... -
Words of analytic paraproducts on Hardy and weighted Bergman spaces.
Aleman, Alexandru; Casante, Carme; Fàbrega, Joan; Pascuas, Daniel; Peláez-Márquez, José Ángel (Elsevier, 2024)
For a fixed analytic function g on the unit disc, we consider the analytic paraproducts induced by g, which are formally defined by , , and . We are concerned with the study of the boundedness of operators in the algebra ...