activity
20122026
most citedSquare root problem and Subnormal Aluthge transforms

1 citations · 1 across the 5 of their papers we have counts for

collaborators

6 papers

math.FA2026

Douglas Weighted Dirichlet Spaces: Analytic and Probabilistic Aspects

Jaouad Bourabiaa, Youssef Elmadani, Abdelouahab Hanine +2

We introduce a class of weighted Dirichlet spaces on the unit disk, called Douglas weighted Dirichlet spaces, characterized by the existence of a Douglas type boundary representati…

math.AP2026

Schauder--Orlicz-Type Estimates for Divergence-Form Elliptic Equations with Lower-Order Terms

Jaouad Bourabiaa, Youssef Elmadani, Abdelouahab Hanine

Schauder Orlicz-type estimates are derived for weak solutions to second-order linear elliptic equations in divergence form with lower-order terms. The Orlicz setting is tre…

math.PR2024

Stochastic Aggregation Diffusion-Equation : Analysis via Dirichlet Forms

Jaouad Bourabiaa, Youssef Elmadani, Abdelouahab Hanine

In this article, we study the stochastic aggregation-diffusion equation with a singular drift represented by a monotone radial kernel. We demonstrate the existence and uniqueness o…

math.FA2021★ 1 cited

Square root problem and Subnormal Aluthge transforms

Hamza El Azhar, Abdelouahab Hanine, Kaissar Idrissi +1

For a non negative measure with atoms, we study the relation between the Square Root Problem of and the problem of subnormality of the Aluthge transform…

math.CV2013

Cyclicity in weighted Bergman type spaces

Alexander Borichev, Omar El-Fallah, Abdelouahab Hanine

We use the so called resolvent transform method to study the cyclicity of the one point mass singular inner function in weighted Bergman type spaces.

math.FA2012

Cyclic vectors in Korenblum type spaces

Abdelouahab Hanine

In this paper we use the technique of premeasures, introduced by Korenblum in the 1970-s, to give a characterization of cyclic functions in the Korenblum type spaces $\mathcal{A}_Λ…