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Nabil Chaabene

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Qualifications: Ph.D. in Applied Mathematics, Virginia Tech, USA May M.S in Applied Mathematics, Virginia Tech, USAJun.Dec Engineering degree in telecommunications, Sup’Com, Tunis

Biography

  • Check "Google Scholar Profile".
  • Nabil Chaabane has a PhD in applied Mathematics from Virginia Tech and is a visiting professor at MSB. He worked at Rice University (USA) for 3 years where he collaborated with Total E&P to improve their in-house scientific software used in oil & gas exploration. He also taught mathematics for engineers and data analytics for Business majors.

Areas of Expertise

QMM

ZAÏBI , O., HACHICHA , A., CHAABENE, N. (2024). Comparison of Macroeconomic Performance of MENA Countries with TOPSIS Method. Operations Research Forum, 5. http://dx.doi.org/10.1007/s43069-024-00306-y
ZAÏBI , O., HACHICHA , A., GHORBEL, A., CHAABANE, N. (2024). The Relationship between Institutional Quality and Economic Growth: Empirical Evidence from the Middle East and North Africa Region. Studies in Business and Economics, 48(3), 275–294.
CHAABENE, N., ADJERID, S., LIN, T., YUE, P. (2019). An immersed finite element method for stokes problems with moving interfaces.. Journal of Computational and Applied Mathematics, 362, 540-559. https://doi.org/10.1016/j.cam.2018.07.033
CHAABANE, N., GIRAULT, V., RIVIERE, B., THOMPSON, T. (2018). A stable enriched Galerkin element for the Stokes problem. Applied Numerical Mathematics, 132, 1-21. https://doi.org/10.1016/j.apnum.2018.04.008
CHAABANE, N., RIVIERE, B., SEKACHEV, M., CALANDRA, H. (2018). A parallelizable sequential method for the Biot system.. Journal of Numerical Analysis Industrial & Applied Mathematics, 12. https://openurl.ebsco.com/EPDB%3Agcd%3A14%3A2365118/detailv2?sid=ebsco%3Aplink%3Ascholar&id=ebsco%3Agcd%3A138950182&crl=c

Nabil Chaabane, Beatrice Riviere, Mikhail Sekachev, Henri Calandra:  A parallelizable sequentialmethod for the Biot system.  Journal of Numerical Analysis, Industrial and Applied Mathematics2018 12:21-34.2.                                      
*Nabil Chaabane, Vivette Girault, Charles Puelz, Beatrice Riviere: Convergence of IPDG for coupledNavier Stokes and Darcy equations. Journal of Computational and Applied Mathematics 2017324:25-48.3.

Nabil Chaabane, Beatrice Riviere: A sequential discontinuous Galerkin method for the coupling offlow and geomechanics. Journal of scientific computing 2018 74 :375-395.4.
Nabil Chaabane, Beatrice Riviere: A splitting-based finite element method for the Biot poroelasticitysystem. Computers & Mathematics with Applications 2018 75:2328-2337.5.
N Chaabane, V Girault, B Riviere, T Thompson: A stable enriched Galerkin element for the Stokesproblem. Applied Numerical Mathematics 2018 132:1-216. *Slimane Adjerid,Nabil Chaabane, Tao Lin, Pengtao Yue: An immersed finite element method forstokes problems with moving interfaces. Journal of Computational and Applied Mathematics 2019362:540-5597.
Slimane Adjerid, Nabil Chaabane, Tao Lin: An immersed discontinuous finite element method forstokes interface problems. Computer Methods in Applied Mechanics and Engineering 2015,293:170-190.8.
Slimane Adjerid, Nabil Chaabane: An improved superconvergence error estimate for the LDGmethod. Applied Numerical Mathematics 2015, 98:122-136.9.
Riadh Abdelfattah, Karem Chokmani, Nabil Chaabane: A specific methodology for atmosphericeffect reduction on SAR interferograms. In Proc. IGARSS 2010: 1637-1640.

  • Business Mathematics2

2014-2015

Awarded the Steeneck fellowship for outstanding performance as a graduate student

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