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20192026
most citedKhavinson conjecture for hyperbolic harmonic functions on the unit ball

1 citations · 1 across the 6 of their papers we have counts for

collaborators

6 papers

math.PR2026

Brownian Convergence of Planar Domains and Stability of the Planar Skorokhod Embedding Problem

Maher Boudabra, Mrabet Becher, Fathi Haggui

We present a numerical framework for approximating the -domain in the planar Skorokhod embedding problem PSEP, recently introduced in \cite{gross2019}. We show that under weak c…

math.PR2025

A Numerical scheme to approximate the solution of the planar Skorokhod embedding problem

Mrabet Becher, Maher Boudabra, Fathi Haggui

We present a numerical framework to approximate the -domain in the planar Skorokhod embedding problem (PSEP), recently appeared in \cite{gross2019}. Our approach investigates th…

math.PR2024

Skorokhod energy of planar domains

Mrabet Becher, Maher Boudabra, Fathi Haggui

In this work, we introduce the Skorokhod energy of a simply connected domain. We show that among all domains solving the planar Skorokhod embedding problem, Gross solution generate…

math.CV2021★ 1 cited

Khavinson conjecture for hyperbolic harmonic functions on the unit ball

Adel Khalfallah, Fathi Haggui, Miodrag Mateljević

In this paper, we prove the Khavinson conjecture for hyperbolic harmonic functions on the unit ball. This conjecture was partially solved in \cite{JKM2020}.

math.CV2020

Schwarz Lemma for mappings satisfying Biharmonic Equations

Adel Khalfallah, Fathi Haggui, Mohamed Mhamdi

In this paper, we establish some Schwarz type lemmas for mappings satisfying the inhomogeneous biharmonic Dirichlet problem in , on $\mathbb{T}…

math.CV2019

Study of some holomorphic curves in $\C^3$ and their projection into the complex projectve space $\C P^2$

Fathi Haggui, Abdessami Jalled

We study holomorphic curves $f:\C\longrightarrow \C^3$ avoiding four complex hyperplanes and a real subspace of real dimension four or five in $\C^3$. We show that the projection o…