Curriculum Vitæ Mohammed SBIHI, PhD Mathematics Date & place of birth Citizenship Marital status Current position Adress

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January 22, 1978 in Tizi-Ouzou (Algeria) Algerian Married, no children Research associate and assistant lecturer ENSMM, Service de mathématiques 26 Chemin de l’Epitaphe 25030 Besançon Cedex, France +33 (0)3 81 40 27 04 [email protected] http://msbihi.free.fr

Educational Background 2002-2005

PhD Thesis in Mathematics, University of Franche-Comté Title: Spectral analysis of neutron transport models Mention: Très honorable avec félicitations (highest distinction for French thesis) Advisor: M. Mokhtar-Kharroubi Referees: J. Banasiak, F. Golse, K. Latrach Jury: C. Bardos, F. Golse, M. Haragus, K. Latrach, M. Mokhtar-Kharroubi, C. Villani

2001-2002

Master in Operation Research and Combinatorial Optimisation University of Joseph Fourier and INP Grenoble, France. Mention very good

1996-2000

Diploma of Superior Studies of Mathematics equivalent to B.Sc. University of Tizi-Ouzou, Algeria. Mention very good (Major of promotion)

Former and current positions 2006-2007 2005-2006 2002-2005 2000-2001

Research Research Research Teaching

associate and assistant lecturer at ENSMM associate and assistant lecturer at University of Franche-Comté assistant at University of Franche-Comté assistant at University of Tizi-Ouzou

Teaching activities 2006/2007 at ENSMM Numerical Analysis for 2nd year students in mechanics engineering Probability and Statistics for 1st year students in mechanics engineering 1

2005/2006 at University of Franche-Comté Mathematical tools, Licence Physics and Chemistry Analysis 1, Licence of Science and Techniques Mathematics for economists 2000/2001 at University of Tizi-Ouzou Numerical Analysis for 2nd year students in engineering

Publications • Appeared or accepted papers in international journals [1] M. Mokhtar-Kharroubi, M. Sbihi, Critical spectrum and spectral mapping theorems in transport theory. Semigroup Forum 70 (2005), 406–435. [2] M. Mokhtar-Kharroubi, M. Sbihi, Spectral mapping theorems for neutron transport, L1 -Theory. Semigroup Forum 72 (2006), 249–282. [3] B. Lods, M. Sbihi, Stability of the essential spectrum for 2D–transport models with Maxwell boundary conditions. Math. Methods Appl. Sciences 29 (2006), 499-523. [4] M. Sbihi, A resolvent approach to the stability of essential and critical spectra of perturbed C0 -semigroups on Hilbert spaces with applications to transport theory. Journal of Evolution Equations (2006), to appear. [5] M. Sbihi, Spectral theory of neutron transport semigroups with partly elastic collision operators. J. Math. Phys. (2006), to appear. • Papers in progress [6] M. Sbihi, Some spectral properties of neuron transport equations involving partly elastic collision operators related to the positivity, in redaction. [7] M. Bostan, G. Namah, M. Sbihi, Approximation of time periodic viscosity solutions of Hamilton-Jacobi equations, in preparation. [8] M.L. Espinouse, M. Sbihi, Scheduling simultaneously jobs and one start length dependent unavailability period on one machine, in preparation. • Other publications [9] M. Sbihi, Analyse spectrale de modèles neutroniques. PhD thesis, September 2005, Université de Franche-Comté. [10] M. Sbihi, Ordonnancement de périodes d’indisponibilité, Master report, supervised by M.L. Espinouse and M. Jacomino, June 2002, ENSIMAG Grenoble. [11] M. Sbihi, A better approximation algorithm for the single machine flow-time scheduling with scheduled maintenance, preprint. I The publications [1], [2], [3], [4], [5] and [9] can be downloaded at my web page: http://msbihi.free.fr

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Invitation abroad 21-24 June 2006 : Invitation at University of Tübingen by Prof. Rainer Nagel.

Talks June 2006 AG Funktionalanalysis seminar, Tübingen (Germany) "Spectral mapping theorems for neutron transport semigroups in unbounded domains" June 2006 Séminaire des doctorants, Strasbourg "Spectre critique de semigroupes d’opérateurs et théorèmes d’applications spectrales". May 2006 Optimization and Control Theory seminar, Erlangen (Germany) "A resolvent approach to the time asymptotic behavior of solutions to neutron transport equations". April 2006 Séminaire d’Analyse non linéaire et optimisation d’Avignon "Résultats de stabilité du spectre essentiel de semigroupes perturbés dans un espace de Hilbert et applications". January 2006 Séminaire d’Analyse Appliquée du LATP, Marseille "Une approche résolvante pour le spectre essentiel du semigroupe de transport". June 2005 Rencontres 3 ème Cycle, Bordeaux "Stabilité des spectres essentiels et critiques de semigroupes perturbés dans les espaces de Hilbert et applications à la neutronique". May 2005 Séminaire d’Analyse du Laboratoire de Mathématiques de Besançon "Analyse spectrale d’un modèle cinétique partiellement élastique". April 2004 Séminaire d’Analyse du Laboratoire de Mathématiques de Besançon "Théorèmes d’applications spectrales en théorie de transport dans des domaines non bornés". February 2004 Groupe de travail d’EDP du Laboratoire de Mathématiques de Besançon "Spectre critique et théorèmes d’applications spectrales". April 2003 Workshop Models and Algorithms for Planning and Scheduling Problems, Aussois, "Scheduling jobs and one time-dependant unavailability period on one machine" (presented by M.L. Espinouse)

Conferences attended August 28 - September 1, 2006 Ecole thématique du GdR CHANT : Equations Cinétiques et Hyperboliques : Aspects Numériques, Théoriques et de modélisation, Roscoff. November 15-17, 2005 Journées d’Analyse Non Linéaire à la mémoire de Philippe Bénilan, Université de Besançon. July 24-30, 2005 19th International Conference on Transport Theory, Budapest. June 1-3, 2005 Rencontres 3 ème Cycle, Bordeaux. June 2-6, 2003 35ème Congrès National dAnalyse Numérique (CANUM), la GrandeMotte, Montpellier.

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March 30 - April 5, 2003 6th workshop on Models and Algorithm for Planning and Scheduling Problems, Aussois. April 6-14, 2002 European Joint Conference Theory and Practice of Software, Grenoble.

Computer Skills Operating Systems: Unix, Windows. Programming languages and software: C/C++, Matlab, Maple, Cplex. Office: LATEX, StarOffice, MS Word, MS Excel, MS Powerpoint.

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