José Bonet

collaborators

4 papers

math.FA2026

Optimal domain of Volterra operators in classes of Banach spaces of analytic functions

Angela A. Albanese, JosÃ© Bonet, Werner J. Ricker

A thorough investigation is made of the optimal domain space of generalized Volterra operators, CesÃ ro operators and other operators when they act in various Banach spaces of anal…

math.FA2026

Optimal domain of Volterra operators in Korenblum spaces

Angela A. Albanese, JosÃ© Bonet, Werner J. Ricker

The aim of this article is to study the largest domain space $[T, X]$ , whenever it exists, of a given continuous linear operator $T : X \to X$ , where $X \subseteq H (D)$ i…

math.FA2024

CesÃ ro operators associated with Borel measures acting on weighted spaces of holomorphic functions with sup-norm

Let $I^¼$ be a positive finite Borel measure on $[0, 1) .$ CesÃ ro-type operators $C_{I^} ¼$ when acting on weighted spaces of holomorphic functions are investigated. In the case of bound…

math.FA2024

Generalized CesÃ ro operators in the disc algebra and in Hardy spaces

Generalized CesÃ ro operators $C_{t}$ , for $t \in [0, 1)$ , are investigated when they act on the disc algebra $A (D)$ and on the Hardy spaces $H^{p}$ , for $1 \leq p \leq \infty$ .…