PROGRESS IN MATHEMATICAL ECOLOGY - PETROVSKII

PROGRESS IN MATHEMATICAL ECOLOGY
PETROVSKII

2018

TAMAÑO: 17.4 MB

CONTENTS:

1 Progress in Mathematical Ecology.  Petrovskii.

2 Analysis of the Incidence of Poxvirus on the Dynamics between Red and Grey Squirrels.

    Barbara, La Morgia, Parodi Toscano & Venturino.

3 Linearization of the Kingman  Coalescent.  Slade.

4 The "Lévy or Diffusion" Controversy: How Important Is the Movement Pattern in the Context of Trapping.

    Ahmed, Petrovskii & Tilles.

5 Effects of Viral and Cytokine Delays on Dynamics of Autoinmunity.  Fatehi, Kyrychko & Blyuss.

6 Critical Domain Problem for the reaction-Telegraph Equation Model of population Dynamics.

    Alharbi & Petrovskii.

7 Prey-Predator Model with a Nonlocal Bistable Dynamics of Prey.  Banerjee, Mukherjee & Volpert.

8 Rol of Bi-Directional Migration in two Similar Types of Ecosystems.

    Pal, Sumanta, Martcheva & Chattopadhyay.

9 TheCollapse of Ecosystem Engineer Populations.  Fontanari.

10 Impact of Parameter Variability and Enviromental Noise on the Klausmeier Model

     of Vegetation pattern Formation.  Köhnke & Malchow.

11 Ecological Diversity: Measuring the Unmeasurable.  Daly, Baetens & De Baets.

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