Marc ArtzrouniProfessor
- Analysis, Geometry and Applications
Bâtiment IPRA - Université de Pau et des Pays de l'Adour, Avenue de l'Université - BP 1155, 64013 PAU CEDEXmarc.artzrouni @ univ-pau.fr
skin.uppa_cms_2023-lmap:SKIN_FICHE_CHERCHEUR_PARCOURS
1. "Habilitation" in Applied Mathematics , (university professorship qualification). University of Pau, France. 1992. Title: Mathematical Methods in Population Dynamics: Application to Demography, Biology, and Economics.
2. Ph.D., Mathematics Applied to the Social Sciences, University Paris V Sorbonne, France, 1981. Title: Iterative Processes in Population Dynamics: Application to Easterlin's theory.
3. Graduate Degree in Demography, Institut de Démographie de l'Université de Paris, 1979.
4. Master's Degree in Applied Mathematics (Probability/statistics, Operations Research), University of Grenoble, France, 1978.
5. Bachelor's Degree in Mathematics, University of Grenoble, France, 1976.
skin.uppa_cms_2023-lmap:SKIN_FICHE_CHERCHEUR_RESPONSABILITES
Chairman, "Comité d'Expert" - Departmental hiring committee.
skin.uppa_cms_2023-lmap:SKIN_FICHE_CHERCHEUR_COMPETENCES
Mathematical modeling in biology, population dynamics, economics. Operations research. Dynamical systems.
skin.uppa_cms_2023-lmap:SKIN_FICHE_CHERCHEUR_THEMES
Population dynamics, mathematical epidemiology, economics, mathematical biology.
skin.uppa_cms_2023-lmap:SKIN_FICHE_CHERCHEUR_ENCADREMENT
PhD Student, Vivient Kamla, 2008, University of Pau, Title: A stochastic model for the spread of HIV/AIDS: an individual-based approach.
skin.uppa_cms_2023-lmap:SKIN_FICHE_CHERCHEUR_PROJETS
1. "Pyrenées Maths": a student journal of mathematics published online by the University of Pau.
2. Artificial intelligence in the teaching of mathematics.
3. Modeling of ride-hailing.
skin.uppa_cms_2023-lmap:SKIN_FICHE_CHERCHEUR_PUBLICATIONS
Selected publications, since 2000 only.
1. Mathematics
M. Artzrouni, P. Cassagnard (2017) Nerlove-Arrow: A New Solution to an Old Problem. Journal of Optimization Theory and Applications, 172: 267-280.
M. Artzrouni et O. Gavart. (2000) Non-linear matrix iterative processes and generalized coefficients of ergodicity. SIAM Journal of Matrix Analysis and Applications. Vol 2, No 4, 1343-1353.
2. Biomathematics
M. Artzrouni, V. Leonenko, T. Mara (2015) A syringe-sharing model for the spread of HIV: Application to Omsk, Western Siberia, Mathematical Medicine and Biology, doi: 10.1093/imammb/dqv036.
M. Artzrouni, N. Teichert and T. Mara (2014) A Leslie matrix model for Sicyopterus lagocephalus in La Réunion: Sensitivity, uncertainty and research prioritization, Mathematical Biosciences, 256: 18-27.
M. Artzrouni et E. Deuchert (2012) Consistent partnership formation: Application to a sexually transmitted disease model. Mathematical Biosciences, 235: 182-188.
M. Artzrouni et E. Deuchert (2010) Do men and women have the same average number of lifetime partners? Mathematical Population Studies, 17,4: 242-256.
M. Artzrouni (2009) Transmission probabilities and reproduction numbers for sexually transmitted infections with variable infectivity: Application to the spread of HIV between low- and high-activity populations, Mathematical Population Studies, Vol 16, no 4: 266-287.
M. Artzrouni et JP. Gouteux. (2001) A model of Gambian sleeping sickness with open vector populations. IMA J. Math. Appl. Medicine and Biology. 18, pp. 99-117.
JP Gouteux, M. Artzrouni, et M. Jarry (2000) Une épidémie mise en équations. La Recherche, No 335; 34-38.
3. Biology, Medicine, Epidemiology
M. Artzrouni, C. Begg, R. Chabiniok et el. (2011) The first international workshop on the role and impact of mathematics in medicine: A collective account. American Journal of Translational Research, 3(5): 492:497.
JP. Gouteux, M. Artzrouni et M. Jarry. (2001) A model with density-dependant immigration to estimate tsetse fly population by trapping, Bulletin of Entomological Research 91: 177-183.
M. Artzrouni, et J P. Gouteux (2000) Persistance et résurgence de la maladie du sommeil à Trypanosoma brucei gambiense dans les foyers historiques : approche biomathématique d’une énigme épidémiologique. Comptes Rendus de l’Académie des Sciences. (Sciences de la vie). 323, pp. 351-364.
4. Economics, finance
M. Artzrouni et F. Tramonta (2014) The debt trap: a two-compartment train-wreck...and how to avoid it. Journal of Policy Modeling, 36, 241-256.
J. Komlos et M. Artzrouni (2003) Un modèle démo-économique de la Révolution Industrielle, Economies et Sociétés, Série "Histoire économique quantitative", AF, no 30, 10/2003. 1807-1821.