Stochastic Modelling in Biology
The Table of Contents for the book is as follows:
List of Authors
Introduction
I. THEORETICAL-BIOLOGICAL INVESTIGATIONS
TRANSDIFFERENTIATION
KINETIC AND METABOLIC HETEROGENEITY OF CELLS IN THE CELL CYCLE
INTERACTING BIOLOGICAL CELL SYSTEMS
II. INTERACTING RANDOM SYSTEMS
Comparison Techniques for Markovian Models of Cell Growth
SOME STOCHASTIC MODELS OF INTERACTING DIFFUSION PROCESSES AND THE ASSOCIATED PROPAGATION OF CHAOS
A STATISTICAL MODEL OF SEGREGATION OF A POPULATION
A LIMIT THEOREM FOR A ONE-DIMENSIONAL MANY-PARTICLE SYSTEM WITH GRADIENT INTERACTION
GIBBS MEASURES FOR CELL SYSTEMS
ON THE GENEALOGY OF LARGE CELL POPULATIONS
III. STOCHASTIC PROCESSES WITH BRANCHING MECHANISMS
ON A BRANCHING MODEL FOR CHEMOTHERAPY
VARIANTS OF THE SIMPLE BRANCHING PROCESS
THE QUANTITATIVE BEHAVIOUR OF SOME SLOWLY GROWING POPULATION-DEPENDENT MARKOV BRANCHING PROCESSES
DIFFUSION LIMITS OF POPULATION-DEPENDENT MARKOV BRANCHING PROCESSES
BRANCHING PROCESSES AND NEUTRAL MUTATIONS
IV. STOCHASTIC ANALYSIS AND GROWTH PROCESSES
CONFINERS, STOCHASTIC EQUIVALENTS OF ATTRACTORS
SOME PROPERTIES OF STOCHASTIC DIFFERENCE EQUATIONS
AGE-STRUCTURED POPULATIONS WITH MULTITYPE PARASITIC INFECTIONS
MATHEMATICAL MODELLING OF THE LIFE CYCLE IN CELL POPULATIONS
A TRANSPORT EQUATION MODELLING CELL GROWTH
V. SPECIAL STOCHASTIC AND STATISTICAL APPROACHES
STATISTICAL IDENTIFICATION OF AN INTERACTING TWO-TYPE PARTICLE PROCESS
PERIODIC ORBITS FOR INTERVAL MAPS
Selfsimilar processes. Hierarchical Dyson process
IMMUNOLOGICALLY MOTIVATED CELLULAR AUTOMATA
