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Houcine Sadraoui

Associate Professor

عضو هيئة تدريس

Sciences
2ب62قسم الرياضيات

introduction/brief CV

Houcine Sadraoui

Bachelor in maths from the college of sciences of Tunis

Masters in maths Purdue University

Ph.D in mathematics Purdue University

Thesis Advisor: Carl.C.Cowen

Assistant professor College of Sciences Tunis: 1992-2004

Assistant professor King Saud University 2004-2021

Associate professor: 2021-Present.

areas of expertise

Functional analysis, Operator theory.

Toeplitz operators on Hilbert spaces of analytic functions

publications
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publications

A result on commuting Toeplitz operators on the weighted harmonic Bergman space is shown and a sufficient condition for hyponormality on the punctured unit disk is also established.

by Houcine Sadraoui and Borhen Halouani
2024
Published in:
https://www.aimspress.com/journal/Math
publications

Necessary conditions for hyponormality are shown, in the case of a weighted annulus with a radial logarithmic weight 

when the symbol is a general harmonic function on the annulus

by Houcine Sadraoui
2025
publications

Hyponormality on the annulus with a logarithmic weight is studied. Necessary conditions , which consist of derivative inequalities on the boundary of the annulus, are shown. A consequence on…

by Houcine Sadraoui,Mubariz Garayev and Borhen Halouani
2021

courses
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course

This is a course on real analysis which covers basic properties of real numbers , sequences , limits of functions and continuity, differentiable function including the main theorems: Rolle's…

course

The integral calulus antiderivatives, the substitution method,the definite integral and the fudamnetal theorem of calculus,the mean value theorem and numerical integration, logarithmic…

office hours

Saturday Sunday Monday Tuesday Wednesday Thursday Friday
from _ 11:00 AM _ 11:00 AM 11:00 AM 11:00 AM _
to _ 12:00 PM _ 12:00 PM 12:00 PM 12:00 PM _
location _ 2B62 Building4 2B62 Building4 _ 2B62 Building 4 2B62 Building4 2B62 Building4 2B62 Building 4 2B62 Building 4 2B62 Building 4 2B62 Building 4 _