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Houcine Sadraoui

Associate Professor

عضو هيئة تدريس

كلية العلوم
2ب62قسم الرياضيات
publication
Journal Article
2021

On hyponormality on a weighted annulus

On hyponormality on a weighted annulus

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 normality is deduced.

Publication Work Type
research paper
Volume Number
19
Magazine \ Newspaper
Open Mathematics
Pages
7
more of publication
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
publications

I give a sufficient condition for hyponormality when the analytic part is a monomial and also generalize a known necessary condition for hyponormality (in the case of a harmonic symbol) to…

by Houcine Sadraoui,Mubariz Garayev and Hocine Guediri
2021
Published in:
Rocky Mountain Journal of Mathematics
publications

We give necessary conditions for hyponormality on a weighted Bergman space

by ,H.SADRAOUI,B.HALOUANI, Mubariz Garayev,Adel Alshehri
2020