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Population dynamics and complex foodwebs Back to research

Mathematical analysis of populations dynamics, complex foodwebs and SIR models

    Submitted/Preprints

  1. Mathematical analysis of SIR models with a complex coinfection and density dependence, 2018, submitted to Computational and Mathematical Methods (with Samia Ghersheen, Vladimir Kozlov, and Uno Wennergren) ,  
  2. Dynamical behaviour of SIR model with coinfection: the case of finite carrying capacity, accepted for publication in Math. Mathods in Appl. Sci., 2018, Available on [arXiv:1808.04846] ,   (with Samia Ghersheen, Vladimir Kozlov, and Uno Wennergren)
  3. Global stability and persistence of complex foodwebs, submitted to Ann di Mat. Pura ed Appl., 2017,
    Available on [arXiv:1712.02995 ] ,   (with Vladimir Kozlov, Sergey Vakulenko and Uno Wennergren)
  4. Permanency of the age-structured population model on several temporally variable patches, submitted to J. Math. Biol., 2017, Available on [arXiv:1702.05979 ] ,   (with Vladimir Kozlov, Sonja Radosavljevic, and Uno Wennergren)
  5. Density-dependent feedback in age-structured populations, in preparation, 2018, (with Vladimir Kozlov, Sonja Radosavljevic, Jonathan Andersson and Uno Wennergren)

    Published

  6. Biodiversity and robustness of large ecosystems, Ecological Complexity, 36(2018), 101-109
    Available on [arXiv:1712.02995 ] ,   (with Vladimir Kozlov, Sergey Vakulenko and Uno Wennergren)
  7. Persistence analysis of the age-structured population model,
    CMMSE 2016. Universidad de Cádiz, 2016. Vol.3, 717-727. (with Vladimir Kozlov, Sonja Radosavljevic, and Uno Wennergren)


    Page responsible: vladimir.tkatjev@liu.se
    Last updated: 2019-11-29