Différences

Ci-dessous, les différences entre deux révisions de la page.

--- recherche [2023/04/05 09:27] – pardoux
+++ recherche [2025/03/12 14:05] (Version actuelle) – pardoux
@@ Ligne 20: / Ligne 20: @@
 ===== Articles =====
+[162] {{ ::si_mpy.pdf |Epidemic models with varying infectivity on a refining spatial grid. I. The SI model}}, avec A. Mougabe-Peurkor et T. Yeo.
-[158] Extinction time of an epidemic with infection age dependent infectivity, avec A. Mougabe-Peurkor, I. Drame and M. N'zi.
+[161] {{ ::clt_spatial_epidemic_model.pdf |Central limit theorem for a spatial stochastic epidemic model with mean field interaction}}, avec M. Hauray et Y. Vuong, arXiv:2212.02149 .
-[157] PDE model for multipatch epidemic models with migration and infectio-age dependent infectivity, avec G. Pang.
+[160] {{ ::2304.05211.pdf |Spatially dense stochastic epidemic models with infection-age dependent infectivity}}, avec G. Pang.
-[156] {{ ::fppz_arxiv.pdf |Stochastic epidemic models with varying infectivity and susceptibility}}, avec R. Forien, G. Pang et A.B. Zotsa Ngoufack, arXiv.2210.04667.
+[159] {{ ::extinction_revision.pdf |Extinction time of an epidemic with infection age dependent infectivity}}, avec A. Mougabe-Peurkor, I. Drame and M. N'zi, //Revista de la Union Matematica Argentina//, à paraître.
-[155] {{ ::puqr2022019-forien.pdf |Multi-patch multi-group epidemic model with varying infectivity}}, avec R. Forien et G. Pang, //Probability, Uncertainty and Quantitative Risk// **7**, 4, pp. 333-364, 2022.
+[158] {{ ::pdemultipatch_pp.pdf |PDE model for multipatch epidemic models with migration and infection-age dependent infectivity}}, avec G. Pang.
-[154] {{ ::corrected_poc_spatial_epidemic_model.pdf |Conditional propagation of chaos in a spatial stochastic epidemic model with common noise}}, avec M. Hauray et Y.V. Vuong,
+[157] {{ ::epidemic_vvis-revised-update9.pdf |Stochastic epidemic models with varying infectivity and waning immunity}}, avec R. Forien, G. Pang et A.B. Zotsa Ngoufack,  //Annals of Applied Probability//, à paraître.
+[156] {{ ::puqr2022019-forien.pdf |Multi-patch multi-group epidemic model with varying infectivity}}, avec R. Forien et G. Pang, //Probability, Uncertainty and Quantitative Risk// **7**, 4, pp. 333-364, 2022.
+[155] {{ ::corrected_poc_spatial_epidemic_model.pdf |Conditional propagation of chaos in a spatial stochastic epidemic model with common noise}}, avec M. Hauray et Y.V. Vuong,
 //Stochastic and Partial Differential Equations// **10**, 3, pp. 1180-1210, 2022.
+ [154] Metastability between the clicks of the Müller ratchet, with M. Mariani and A. Velleret. arXiv:2007.14715, 2021.
 [153] {{ :en:survey_forien-pang-pardoux2021.pdf |Recent advances in epidemic modeling : non Markov stochastic models and their scaling limits}}, avec R. Forien et G. Pang, //Graduate J. Math.// **7**, 19-75, 2022.
-[152] {{ :en:epidemic-age-pde-arxiv.pdf |Functional law of large numbers and PDEs for epidemic models with infection-age dependent infectivity}}, avec G. Pang, //Applied Math. & Optimization//, à paraître.
+[152] {{ :en:epidemic-age-pde-arxiv.pdf |Functional law of large numbers and PDEs for epidemic models with infection-age dependent infectivity}}, avec G. Pang, //Applied Math. & Optimization// **87**, 2023.
 [151] {{ ::fclt-varying_infectivity_revision5.pdf |Functional central limit theorems for epidemic models with varying infectivity}}, avec G. Pang, //Stochastics//, à paraître.
-[150] {{ :fr:bep.pdf |A Spatial Stochastic Epidemic Model: Law of Large Numbers and Central Limit Theorem}}, avec S. Bowong et A. Emakoua,  //Stochastic and Partial Differential Equations//, https://doi.org/10.1007/s40072-021-00221-x.
+[150] {{ :fr:bep.pdf |A Spatial Stochastic Epidemic Model: Law of Large Numbers and Central Limit Theorem}}, avec S. Bowong et A. Emakoua,  //Stochastic and Partial Differential Equations// **11**, pp. 31-105, 2023.
 [149] {{ ::rsos.202327.pdf |Estimating the state of the Covid-19 epidemic in France using a non-Markovian model}}, avec R. Forien et G. Pang, //Royal Society Open Science// **8**: 202327, 2021.