I. Stability and Persistence for Ecological Models -- Stability Conditions for Two Predator One Prey Systems -- A Unified Approach to Persistence -- Reflections and Calculations on a Prey-Predator-Patch System Problem -- A Homotopy Technique for a Linear Generalization of Volterra Models -- Cooperative Systems Theory and Global Stability of Diffusion Models -- II. Selection and Evolutionary Games -- The n-Person War of Attrition -- Mutation-Selection Models in Population Genetics and Evolutionary Game Theory -- III. Demography for Structured Opulations -- Pair Formation in Age-Structured Populations -- The Markov Structure of Population Growth -- IV. Mathematical Models of the Immune Response -- On a Generalized Mathematical Model of the Immune Response -- Recent Results in Mathematical Modeling of Infectious Diseases -- Applications of the Mathematical Model of Immunological Tolerance to Immunoglobulin Suppression and AIDS -- Distribution of Recirculating Lymphocytes: A Stochastic Model Foundation -- V. Simulation and Control in Medicine -- Recent Progress in 3-D Computer Simulation of Tumor Growth and Treatment -- Mathematical Simulation of the Immunomodulating Role of Energy Metabolism in Support of Synergism and Antagonism of the Compartments of an Immune System -- Interleukin 2 and Immune Response Control Mathematical Model

1. Mathematics
2. Immunology
3. Biochemistry
4. Mathematical models
5. Applied mathematics
6. Engineering mathematics
7. Mathematics
8. Mathematical Modeling and Industrial Mathematics
9. Biochemistry
10. general
11. Appl.Mathematics/Computational Methods of Engineering
12. Immunology