8481 articles  [version française]

hal-00675359, version 2

Global stability for SIR and SIRS models with differential mortality

Philippe Adda () 1, Derdei Bichara (Author to contact preferably) 1

International Journal of Pure and Applied Mathematics, IJPAM 80, 3 (2012) 425-433

  • 1:  MASAIE (INRIA Nancy - Grand Est / LMAM)

  • INRIA – Université Paul Verlaine - Metz – CNRS : UMR7122 – Université de Lorraine INRIA Nancy-Grand Est et LMAM UPV-Metz 57045 METZ France
  • Available versions :  v1 (2012-03-01) v2 (2012-03-08)

    • Bibliographic reference

    • Type of document: Articles in peer-reviewed journal
    • Domain: Life Sciences/Human health and pathology/Infectious diseases
    • Title: Global stability for SIR and SIRS models with differential mortality
    • Abstract: We consider SIR and SIRS models with differential mortality. Global stability of equilibria is established by using Lyapunov's method.
    • Abstract in french: On considère les modèles SIR et SIRS avec des mortalités différentes. La stabilité globale des équilibres est établie en utilisant les techniques de Lyapunov.
    • Other classification: AMS subject classification: 34A34, 34D23, 34D40, 92D30
    • Full text language: English
    • Journal title: International Journal of Pure and Applied Mathematics, IJPAM
    • Publication date: 2012-10-06
    • Audience: not specified
    • Commercial editor: Associed Press
    • Volume title : GLOBAL STABILITY FOR SIR AND SIRS MODELS WITH DIFFERENTIAL MORTALITY
    • Volume: 80
    • Number: 3
    • Pagination: 425-433
    • Keywords: Nonlinear dynamical systems – global stability – Lyapunov methods
    • Internal note: RR-7894

    Attached file list to this document: 

    PDF
    RR-7894.pdf(788.8 KB)
     
    • hal-00675359, version 2
    • http://hal.inria.fr/hal-00675359
    • oai:hal.inria.fr:hal-00675359
    • From: Derdei Bichara <>
    • Submitted on: Thursday, 8 March 2012 16:30:48
    • Updated on: Monday, 26 November 2012 20:43:46