18 citations
- University of SfaxTN6 papers
- Faculty of Sciences of SfaxTN2 papers
- Qassim UniversitySA2 papers
- The Abdus Salam International Centre for Theoretical Physics (ICTP)IT2 papers
- Universidad de GranadaES2 papers
- Aix-Marseille UniversitéFR1 paper
- Centre Interdisciplinaire de Nanoscience de MarseilleFR1 paper
- Centre National de la Recherche ScientifiqueFR1 paper
- King Fahd University of Petroleum and MineralsSA1 paper
- King Faisal UniversitySA1 paper
- Northwestern UniversityUS1 paper
- United Arab Emirates UniversityAE1 paper
7 papers · 1 filter
Single Blow up Solutions for a Slightly Subcritical Biharmonic Equation
Khalil El Mehdi
In this paper, we consider a biharmonic equation under the Navier boundary condition and with a nearly critical exponent in and on $\partial…
Blowing up Solutions for a Biharmonic Equation with Critical Nonlinearity
Khalil El Mehdi, Mokhless Hammami
In this paper we consider the following biharmonic equation with critical exponent : in and on , where is a domai…
On a Biharmonic Equation Involving Nearly Critical Exponent
Mohamed Ben Ayed, Khalil El Mehdi
This paper is concerned with a biharmonic equation under the Navier boundary condition with nearly critical exponent. We study the asymptotic behavior os solutions which are minimi…
Existence of Conformal Metrics on Spheres with Prescribed Paneitz Curvature
Mohamed Ben Ayed, Khalil El Mehdi
In this paper we study the problem of prescribing a fourth order conformal invariant (the Paneitz curvature) on the -sphere, with . Using tools from the theory of criti…
Some Existence Results for a Paneitz Type Problem Via the Theory of Critical Points at Infinity
Mohamed Ben Ayed, Khalil El Mehdi, Mokhless Hammami
In this paper a fourth order equation involving critical growth is considered under Navier boundary condition. We give some topological conditions on a given function to ensure the…
The Paneitz Curvature Problem on Lower Dimensional Spheres
Mohamed Ben Ayed, Khalil El Mehdi
In this paper we prescribe a fourth order conformal invariant 9the Paneitz Curvature) on five and six spheres. Using dynamical and topological methods involving the study of critic…