Professional summary
I am developing advanced mathematical models and numerical methodologies for biomedical and cardiovascular applications.
• Possessing interdisciplinary expertise and professional experience in the domains of mathematical modeling and scientific computing;
• Ability to work on multiple demanding projects and commitment to shared objectives;
• Possessing excellent interpersonal and communication skills within international and multidisciplinary work environments;
• Demonstrating excellent teaching skills.
Qualifications for the Corps of « Maîtres de Conférences »
Ministère de l’Enseignement Supérieur, de la Recherche et de l’Innovation, France
Nº 19260230830 (Section CNU 26)
Obtained in France on 02/14/2019Nº 19260230830 (Section CNU 60)
Obtained in France on 02/06/2019Nº 19265230830 (Section CNU 65)
Obtained in France on 02/07/2019Equivalence of diplomas
Ministère de l’Enseignement Supérieur et de la Recherche Scientifique
Equivalence Nº 6054
with « Doctorat en Mathématiques Appliquées »
Equivalence Nº 6055
with « Diplôme national de master de recherche en Mathématiques Appliquées »
WHAT I DO
Main research interests:
My research mainly focuses on the mathematical modeling, development of efficient numerical methods and algorithms, and simulations of complex physical and bio-engineering problems at several spatiotemporal scales.

Mathematics & computer science
- Partial Differential Equations
- Computational Fluid Dynamics
- Shape optimization
- Nonlinear elasticity and active solid mechanics
- PDEs-constrained optimization methods
- Inverse problems
- Multiphysics modeling
- Numerical analysis of PDEs
- Scientific Computing
- Parallel Algorithms

Methodologies
- Mixed Finite Element Method
- Fluid-Structure Interaction
- Level set method
- Eulerian methods
- Boundary Integral Method
- Anisotropic mesh adaptation

Applications
- Cerebro-cardiovascular phenomena
- Hemodynamics
- Healthy and pathological heart valves
- Minimally invasive treatment plans
- Red blood cells
- Vesicles and biomembranes
- Complex flows: Viscoelastic / Viscoplastic / Elasto-viscoplastic
- Yeast cells
Research Statement
LIST OF PUBLICATIONS
Research output
ARTICLE 26
A. Laadhari; H. Temimi; Efficient finite element strategy using enhanced high-order and second-derivative-free variants of Newton’s method. Applied Mathematics and Computation. Elsevier. Accepted. 1-27 (2024). DOI 10.100/… LaaTem-2024-AMC.pdf[…]
Read moreARTICLE 25
M. Kirane; A. Fino; S. Kerbal; A. Laadhari Non-existence of global weak solutions to semi-linear wave equations involving time-dependent structural damping terms. Applied and Computational Mathematics, 23 (1), pp. 110[…]
Read moreARTICLE 24
A. Laadhari; A. Deeb; B. Kaoui; Hydrodynamics simulation of red blood cells:Employing a penalty method with double jump composition of lower order time integrator. Mathematical Methods in the Applied Sciences.[…]
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