Éditeur(s) : L3MA : Laboratoire des Matériaux et Molécules en Milieu Agressif
Description : Le poster présente un projet de recherche qui vise à : concevoir une pile à base de combustibles microbiennes (PACM) afin de dépolluer le sol, les sédiments de mangrove et les eaux (eau de mangrove en particulier) en chlordécone ; caractériser les bactéries martiniquaises capables de dégrader la chlordécone dans l?environnement ; réaliser un état des lieux des produits de transformation de la chlordécone présents dans le sol, l?eau et les sédiments de mangrove.
Siècle(s) traité(s) : 21
Droits : Ce document est protégé par le droit d'auteur. Il ne peut en aucun cas être utilisé sans l'autorisation de l'auteur et des ayant droits
Permalien : http://www.manioc.org/recherch/T20004
T20004

Éditeur(s) : HAL CCSD
Résumé : International audience
—Managing spatial reservoirs of malaria infection plays a crucial role in effective disease control. In this paper, a reservoir of infection refers to one or more interconnected subpopulations that sustain the epidemic at the level of the metapopulation to which applying a (linear) control strategy suffices to eradicate the disease in the whole system. We propose a numerical method to explain the steps for identifying reservoirs of malaria infection within n connected regions with the explicit movement of human population from the previous theoretical results in order to design an efficient computational tool. Furthermore, we determine the minimal percentage (critical vaccination fraction) of susceptible individuals in the reservoirs that should be protected to eliminate malaria. The costs and cost-effectiveness of malaria control interventions were analysed considering two strategies of control. (i) protecting the minimal fraction of susceptible individual; (ii) protecting any fraction greater than the minimal fraction. Cost-effectiveness analysis shows that the less cost and more effective strategy is to vaccinate (or protect) the minimal fraction of susceptible human in the reservoir of infection to halt outbreak. A numerical example provides insight into the efficiency of this approach.
IAENG International Journal of Applied Mathematics

Droits : info:eu-repo/semantics/OpenAccess
hal-01683268
https://hal.univ-antilles.fr/hal-01683268
https://hal.univ-antilles.fr/hal-01683268/document
https://hal.univ-antilles.fr/hal-01683268/file/ZongoDorvilleGouba28Janvier2017.pdf

Éditeur(s) : HAL CCSD Elsevier
Résumé : International audience
The main purpose of this paper is to propose a deterministic mathematical model with control variable which describes the spatiotemporal spread of emph{Salmonella} within a laying flock. This model assume an indirect transmission of the disease within the flock through the bacteria density in the environment. We provide a mathematical analyze of the null controllability of the model: we begin to construct a family of solutions to the linear null-controllability problem using the the Carleman inequality. Then, by a generalized Leray-Shauder fixed point theorem, we show that one can bring the system to rest at final time T.
ISSN: 0307-904X

Droits : info:eu-repo/semantics/OpenAccess
hal-01683267
https://hal.univ-antilles.fr/hal-01683267
https://hal.univ-antilles.fr/hal-01683267/document
https://hal.univ-antilles.fr/hal-01683267/file/APM-S-13-02490-1.pdf

Éditeur(s) : HAL CCSD
Résumé : International audience
—Managing spatial reservoirs of malaria infection plays a crucial role in effective disease control. In this paper, a reservoir of infection refers to one or more interconnected subpopulations that sustain the epidemic at the level of the metapopulation to which applying a (linear) control strategy suffices to eradicate the disease in the whole system. We propose a numerical method to explain the steps for identifying reservoirs of malaria infection within n connected regions with the explicit movement of human population from the previous theoretical results in order to design an efficient computational tool. Furthermore, we determine the minimal percentage (critical vaccination fraction) of susceptible individuals in the reservoirs that should be protected to eliminate malaria. The costs and cost-effectiveness of malaria control interventions were analysed considering two strategies of control. (i) protecting the minimal fraction of susceptible individual; (ii) protecting any fraction greater than the minimal fraction. Cost-effectiveness analysis shows that the less cost and more effective strategy is to vaccinate (or protect) the minimal fraction of susceptible human in the reservoir of infection to halt outbreak. A numerical example provides insight into the efficiency of this approach.
IAENG International Journal of Applied Mathematics

Droits : info:eu-repo/semantics/OpenAccess
hal-01683800
https://hal.univ-antilles.fr/hal-01683800
https://hal.univ-antilles.fr/hal-01683800/document
https://hal.univ-antilles.fr/hal-01683800/file/ZongoDorvilleGouba28Janvier2017.pdf