Research and Teaching Interests
Mathematical epidemiology, mathematical population dynamics
Education
- B.Sc. Paris 5
- M.Sc. Paris 6
- Ph.D. INRIA Sophia Antipolis & Grenoble 1
Select publications
- Arino, J. (2017). Spatio-temporal spread of infectious pathogens of humans.Infectious Disease Modelling 2 (2), 218–228.
- Sun, Chengjun; Arino, Julien and Portet, Stéphanie (2017). Intermediate filament dynamics: disassembly regulation. Int. J. Biomath. 10 (1), 1750015, 22.
- Arino, Julien; Sun, Chengjun and Yang, Wei (2016). Revisiting a two-patch SIS model with infection during transport. Math. Med. Biol. 33 (1), 27pp.
- Milwid, R.; Steriu, A.; Arino, J.; Heffernan, J.; Hyder, A.; Schanzer, D.; Gardner, E.; Haworth-Brockman, M.; Isfeld-Kiely, H.; Langley, J.M. and Moghadas, S.M. (2016).Toward Standardizing a Lexicon of Infectious Disease Modeling Terms. Frontiers in Public Health 4, 213.
- Arino, Julien and Portet, Stéphanie (2015). Epidemiological implications of mobility between a large urban centre and smaller satellite cities. J. Math. Biol. 71 (5), 1243–1265.
- Arino, Julien and Soliman, Iman A.. A model for the spread of tuberculosis with drug-sensitive and emerging multidrug-resistant and extensively drug-resistant strains. In Mathematical and computational modeling 101–120. Wiley, Hoboken, NJ, 2015.
- Arino, J. and Khan, K. (2014). Analyzing and Modeling Spatial and Temporal Dynamics of Infectious Diseases, Chapter Using mathematical modelling to integrate disease surveillance and global air transportation data. Wiley.
- Arino, Julien; Madras, Neal and Portet, Stéphanie and Sahai, Beni (2013). Impact of viral mutation on suppression of infection by cytotoxic T lymphocytes. Can. Appl. Math. Q. 21 (2), 145–181.
- Khan, K.; Eckhardt, R.; Brownstein, J.S.; Naqvi, R.; Hu, W.; Kossowsky, D.; Scales, D.; Arino, J.; Macdonald, M.; Wang, J.; Sears, J. and Cetron, M.S. (2013). Entry and exit screening of airline travellers during the A(H1N1) 2009 pandemic: a retrospective evaluation. Bulletin of the World Health Organization 91, 368-376.
- Arino, Julien; Ducrot, Arnaud and Zongo, Pascal (2012). A metapopulation model for malaria with transmission-blocking partial immunity in hosts. J. Math. Biol. 64(3), 423–448.
- Khan, K.; McNabb, S.J.N.; Memish, Z.A.; Eckhardt, R.; Hu, W.; Kossowsky, D.; Sears, J.; Arino, J.; Johansson, A.; Barbeschi, M.; McCloskey, B.; Henry, B.; Cetron, M. and Brownstein, J.S. (2012, Mar). Infectious disease surveillance and modelling across geographic frontiers and scientific specialties. Lancet Infect Dis 12 (3), 222–230.
- Arino, J.; Bauch, C.; Brauer, F.; Driedger, S.M.; Greer, A.L.; Moghadas, S.M.; Pizzi, N.J.; Sander, B.; Tuite, A.; van den Driessche, P.; Watmough, J.; Wu, J. and Yan, P. (2011).Pandemic influenza: modelling and public health perspectives. Mathematical Biosciences and Engineering 8 (1), 1-20.
- Arino, J.; Hu, W.; Khan, K.; Kossowsky, D. and Sanz, L. (2011). Some methodological aspects involved in the study by the Bio.Diaspora Project of the spread of infectious diseases along the global air transportation network. Canadian Applied Mathematics Quarterly 19 (2), 125-137.
- Bowman, Christopher S.; Arino, Julien and Moghadas, Seyed M. (2011). Evaluation of vaccination strategies during pandemic outbreaks. Math. Biosci. Eng. 8 (1), 113–122.
- Sun, C.; Yang, W.; Arino, J. and Khan, K. (2011). Effect of media-induced social distancing on disease transmission in a two patch setting. Mathematical Biosciences 230 (2), 87-95.
- Arino, J. and McCluskey, C.C. (2010). Effect of a sharp change of the incidence function on the dynamics of a simple disease. Journal of Biological Dynamics 4 (5), 490-505.
- Hansen, E.; Day, T.; Arino, J.; Wu, J. and Moghadas, S.M. (2010). Strategies for use of Oseltamivir and Zanamivir during pandemic outbreaks. Canadian Journal of Infectious Diseases & Medical Microbiology 21 (1), e28-e63.
- Khan, K.; Memish, Z.A.; Chabbra, A.; Liauw, J.; Hu, W.; Janes, D.A.; Sears, J.; Arino, J.; Macdonald, M.; Calderon, F.; Raposo, P.; Heidebrecht, C.; Wang, J.; Chan, A.; Brownstein, J. and Gardam, M. (2010). Global public health implications of a mass gathering in Mecca, Saudi Arabia during the midst of an influenza pandemic.Journal of Travel Medicine 17 (2), 75-81.
- Yang, W.; Sun, C. and Arino, J. (2010). Global analysis for a general epidemiological model with vaccination and varying population. Journal of Mathematical Analysis and Applications 372 (1), 208-223.
- Arino, J.; Bowman, C.S. and Moghadas, S.M. (2009). Antiviral resistance during pandemic influenza: implications for stockpiling and drug use. BMC Infectious Diseases 9 (8).
- Arino, J. and Portet, S. (2009). Editorial. Acta Biotheoretica 57 (4), 395-396.
- Arino, Julien. Diseases in metapopulations. In Modeling and dynamics of infectious diseases 64–122. World Scientific Publishing, Higher Ed. Press, Beijing, 2009.
- Moghadas, Seyed M.; Bowman, Christopher S. and Arino, Julien (2009). Competitive interference between influenza viral strains. Can. Appl. Math. Q. 17 (2), 309–316.
- Portet, S. and Arino, J. (2009). An in vivo intermediate filament assembly model.Mathematical Biosciences and Engineering 6 (1), 117–134.
- Khan, K.; Arino, J.; Hu, W.; Raposo, P.; Sears, J.; Calderon, F.; Heidebrecht, C.; Macdonald, M.; Liauw, J.; Chan, A. and Gardam, M. (2009, Jul). Spread of a novel influenza A (H1N1) virus via global airline transportation. N Engl J Med 361 (2), 212–214.
- Arino, J.; Brauer, F.; van den Driessche, P.; Watmough, J. and Wu, J. (2008). A model for influenza with vaccination and antiviral treatment. Journal of Theoretical Biology 253 (1), 118-130.
- Arino, J.; Bowman, C.S.; Gumel, A. and Portet, S. (2007). Effect of pathogen-resistant vectors on the transmission dynamics of a vector-borne disease. Journal of Biological Dynamics 1 (4), 320-346.
- Arino, J.; Brauer, F.; van den Driessche, P.; Watmough, J. and Wu, J. (2007). A final size relation for epidemic models. Mathematical Biosciences and Engineering 4 (2), 159-175.
- Arino, J.; Jordan, R. and van den Driessche, P. (2007). Quarantine in a multi-species epidemic model with spatial dynamics. Mathematical Biosciences 206 (1), 46-60.
- Arino, J.; Brauer, F.; van den Driessche, P.; Watmough, J. and Wu, J. (2006). Simple models for containment of a pandemic. Journal of the Royal Society Interface 3 (8), 453-457.
- Arino, J. and van den Driessche, P. (2006). Metapopulations epidemic models. A survey. Fields Institute Communications 48, 1-12.
- Arino, J. and van den Driessche, P. (2006). Time delays in epidemic models: modeling and numerical considerations. In Delay Differential Equations and Applications pp. 539-578. Springer Verlag,
- Arino, J. and van den Driessche, P.. Time delays in epidemic models: modeling and numerical considerations. In Delay differential equations and applications 539–558. Springer, Dordrecht, 2006.
- Arino, Julien and van den Driessche, P.. Disease spread in metapopulations. In Nonlinear dynamics and evolution equations 1–12. Amer. Math. Soc., Providence, RI, 2006.
- Arino, J.; Wang, L. and Wolkowicz, G.S.K. (2006, Jul). An alternative formulation for a delayed logistic equation. Journal of Theoretical Biology 241 (1), 109–119.
- Arino, J.; Davis, J.R.; Hartley, D.; Jordan, R.; Miller, J. and van den Driessche, P. (2005).A multi-species epidemic model with spatial migration. Mathematical Medicine and Biology 22 (2), 129-142.
- Arino, J.; Pilyugin, S.Y. and Wolkowicz, G.S.K. (2005). Considerations on yield, nutrient uptake, cellular growth, and competition in chemostat models. Canadian Applied Mathematics Quarterly 11 (2), 107-142. Published in 2005 with 2003 date [publisher delay]. So exact reference is Vol. 11, 2003.
- Arino, J.; Cooke, K.L.; van den Driessche, P. and Velasco-Hernández, J. (2004). An epidemiology model that includes a leaky vaccine with a general waning function.DCDS-B 4 (2), 479-495.
- Portet, S.; Vassy, J.; Hogue, C.; Arino, J. and Arino, O. (2004). Intermediate filament network organization: in vitro and in vivo kinetic models. Comptes Rendus: Biologies 327 (11), 970-976.
- Arino, J.; McCluskey, C.C. and van den Driessche, P. (2003). Global results for an epidemic model with vaccination that exhibits backward bifurcation. SIAM J. Appl. Math. 64 (1), 260-276.
- Arino, J. and van den Driessche, P. (2003). A multi-city epidemic model.Mathematical Population Studies 10 (3), 175-193.
- Arino, J. and van den Driessche, P. (2003). The basic reproduction number in a multi-city compartmental epidemic model. Lecture Notes in Control and Information Science 294, 135-142.
- Arino, Julien; Pilyugin, Sergei S. and Wolkowicz, Gail S. K. (2003). Considerations on yield, nutrient uptake, cellular growth, and competition in chemostat models. Can. Appl. Math. Q. 11 (2), 107–142.
- Arino, J. and Gouzé, J.-L. (2002). A size-structured, non conservative ODE model of the chemostat. Mathematical Biosciences 177&178, 127-145.
- Arino, J.; Gouzé, J.-L. and Sciandra, A. (2002). A discrete, size-structured model of phytoplankton growth in the chemostat. Introduction of inhomogeneous cell division size. Journal of Mathematical Biology 45 (4), 313-336. Also INRIA Research Report 3963
Courses taught
- MATH 1300 A02
- MATH 1300 D01
- MATH 4370 A01
- MATH 7370 A01