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Friesen, Martin: Semigroup methods for spatial birth-and-death processes. 2016
Inhalt
Introduction
Evolution equations in scales of Banach spaces
Linear evolution equations
Perturbation by linear operators
Perturbation by non-linear operators
Markov evolutions on 0
General Markov jump processes
Dynamics on the space of finite configurations
One-component case
Two-component case
Description of the dynamics
Time-inhomogeneous dynamics
Evolution of observables and states
Evolution of quasi-observables and correlation measures
Examples: Ecological models
Time-homogeneous dynamics
Evolution of observables and states
Evolution of quasi-observables and correlation functions
Examples: Tumour development models
Markov evolutions on
Preliminaries
Harmonic analysis on
Markov dynamics on
General description of Vlasov scaling
Main results
Description of model
Evolution of observables
Evolution of states
Ergodicity
Vlasov scaling
Extension to time-inhomogeneous intensities
Finite system in ergodic environment
Weak-coupling limit
Example: Medical treatment of tumours
Examples
Free cell-proliferation
Local regulation of cell-proliferation
Ergodic cell-systems
Epistatic mutation-selection balance model
Markov evolutions on 2
Preliminaries
Harmonic analysis on 2
Markov dynamics on 2
General description of Vlasov scaling
Description of model
Evolution of observables
Evolution of correlation functions
Evolution of states
Ergodicity
Vlasov scaling
Extension to time-inhomogeneous intensities
Weak-coupling limit
Examples
Two interacting Glauber dynamics
BDLP-dynamics in Glauber environment
Density dependent branching in Glauber environment
Two interacting BDLP-models
Appendix
Banach lattice
Basic lemmas
Proof of Theorem 4.8.4
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