Quentin RICHARD

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Published or accepted papers:

  • [1] Time asymptotics of structured populations with diffusion and dynamic boundary conditions. Postprint. Article
    M. Mokhtar-Kharroubi and Q. Richard, Discrete and Continuous Dynamical Systems Series B, 23(10), (2018) pp. 4087-4116.
  • [2] Implication of age-structure on the dynamics of Lotka Volterra equations. Postprint. Article.
    A. Perasso and Q. Richard, Differential and Integral Equations, 32, (2019) pp. 91-120.
  • [3] Spectral theory and time asymptotics of size-structured two-phase population models. Postprint. Article.
    M. Mokhtar-Kharroubi and Q. Richard, Discrete and Continuous Dynamical Systems Series B, 25(8), (2020) pp. 2969-3004.
  • [4] Global stability in a competitive infection-age structured model. Article (Open Access).
    Q. Richard, Mathematical Modelling of Natural Phenomena, 15(54), (2020) pp. 1-39.
  • [5] Asymptotic behavior of age-structured and delayed Lotka-Volterra models. Postprint. Article.
    A. Perasso and Q. Richard, SIAM, Journal on Mathematical Analysis, 52(5), (2020) pp. 4284-4313.
  • [6] Concentration estimates in a multi-host epidemiological model structured by phenotypic traits. Postprint. Article.
    J.B. Burie, A. Ducrot, Q. Griette and Q. Richard, Journal of Differential Equations, 269(12), (2020) pp. 11492-11539.
  • [7] Well-posedness and positivity property for a reaction-diffusion model of plankton communities, involving a rational nonlinearity with singularity. Postprint. Article.
    A. Perasso, Q. Richard, I. Azzali and E. Venturino, Studies in Applied Mathematics, 146(1), (2021) pp. 211-232.
  • [8] Age-structured non-pharmaceutical interventions for optimal control of COVID-19 epidemic. Article (Open Access).
    Q. Richard, S. Alizon, M. Choisy, M. T. Sofonea and R. Djidjou-Demasse, PLOS Computational Biology, 17(3), (2021) pp. 1-25.
  • [9] Human-vector malaria transmission model structured by age, time since infection and waning immunity. Postprint. Article.
    Q. Richard, M. Choisy, T. Lefèvre and R. Djidjou-Demasse, Nonlinear Analysis: Real World Applications, 63, (2022), pp. 103393.
  • [10] An epi-evolutionary model for predicting the adaptation of spore-producing pathogens to quantitative resistance in heterogeneous environments. Article (Open Access).
    F. Fabre, J.-B. Burie, A. Ducrot, S. Lion, Q. Richard and R. Djidjou-Demasse, Evolutionary Applications, 15(1), (2022), pp. 95-110.
  • [11] Non-Markovian modelling highlights the importance of age structure on Covid-19 epidemiological dynamics. Article (Open Access).
    B. Reyné, Q. Richard, C. Selinger, M.T. Sofonea, R. Djidjou-Demasse and S. Alizon. Recommanded by Peer Community in Mathematical and Computational Biology. Mathematical Modelling of Natural Phenomena, 17(7), (2022) pp. 1-24.

Submitted articles (preprints):

  • [12] Mosquito aging modulates the development, virulence and transmission potential of pathogens. Preprint.
    B. Somé, E. Guissou, D.F. Da, Q. Richard, M. Choisy, K.B. Yameogo, D. FdS Hien, R.S. Yerbanga, G.A. Ouedraogo, K.R. Dabiré, R. Djidjou-Demasse, A. Cohuet and T. Lefèvre. bioRxiv
  • [13] Epidemiological impacts of age structures on human malaria transmission. Preprint.
    Q. Richard, M. Choisy, T. Lefèvre and R. Djidjou-Demasse. HAL

Reports and unpublished works:

    Reports of the ETE team from the laboratory MIVEGEC (CNRS, IRD, University of Montpellier) on the epidemiological modelling of Covid-19.

Master theses:

  • Master 1 (2014), research project with Simon Girel. Supervised by Laurent Pujo-Menjouet.
    Invasion of the Eastern gray squirrel in Europe (in french). Pdf
  • Master 2 (2015) Supervised by Antoine Perasso and Virgile Baudrot.
    Mathematical analysis and simulations of predators-prey models with different functional responses (in french). Pdf

PhD Thesis:

Asymptotic behavior of structured populations models. Pdf
Supervised by Mustapha Mokhtar-Kharroubi and Antoine Perasso. Defended on October 8, 2018.