1. Introduction

   EditorialNotes Pages: 1 - 1

2. Stability conditions for two predator one prey systems

   • M. Farkas
   • H. I. Freedman

   I. Stability and Persistence for Ecological Models Pages: 3 - 10

3. A unified approach to persistence

   • Josef Hofbauer

   I. Stability and Persistence for Ecological Models Pages: 11 - 22

4. Reflections and calculations on a prey-predator-patch problem

   • O. Diekmann
   • J. A. J. Metz
   • M. W. Sabelis

   I. Stability and Persistence for Ecological Models Pages: 23 - 35

5. A homotopy technique for a linear generalization of volterra models

   • Edoardo Beretta

   I. Stability and Persistence for Ecological Models Pages: 37 - 47

6. Cooperative systems theory and global stability of diffusion models

   • Y. Takeuchi

   I. Stability and Persistence for Ecological Models Pages: 49 - 57

7. The n-person war of attrition

   • John Haigh
   • Chris Cannings

   II. Selection and Evolutionary Games Pages: 59 - 74

8. Mutation-selection models in population genetics and evolutionary game theory

   • Reinhard Bürger

   II. Selection and Evolutionary Games Pages: 75 - 89

9. Pair formation in age-structured populations

   • K. P. Hadeler

   III. Demography for Structured Populations Pages: 91 - 102

10. The Markov structure of population growth

    • Peter Jagers

    III. Demography for Structured Populations Pages: 103 - 114

11. On a generalized mathematical model of the immune response

    • Miloš Jílek

    IV. Mathematical Models of The Immune Response Pages: 115 - 123

12. Recent results in mathematical modeling of infectious diseases

    • L. N. Belykh

    IV. Mathematical Models of The Immune Response Pages: 125 - 133

13. Applications of the mathematical model of immunological tolerance to immunoglobulin suppression and AIDS

    • T. Hraba
    • J. Doleżal

    IV. Mathematical Models of The Immune Response Pages: 135 - 142

14. Distribution of recirculating lymphocytes: A stochastic model foundation

    • R. R. Mohler
    • Z. H. Farooqi

    IV. Mathematical Models of The Immune Response Pages: 143 - 153

15. Recent progress in 3-D computer simulation of tumor growth and treatment

    • Werner Düchting

    V. Simulation and Control in Medicine Pages: 155 - 166

16. Mathematical simulation of the immunomodulating role of energy metabolism in support of synergism and antagonism of the compartments of an immune system

    • Vasilij M. Janenko
    • Constantin L. Atoev

    V. Simulation and Control in Medicine Pages: 167 - 178

17. Interleukin 2 and immune response control mathematical model

    • Daniela Přikrylová

    V. Simulation and Control in Medicine Pages: 179 - 189