Linear Processes in Stochastic Population Dynamics: Theory and Application to Insect Development
We consider stochastic population processes (Markov jump processes) that develop as consequence of the occurrence of randon events at random time-inervals. The population is divided into sub-populations or compartments. The events occur at rates that depend linearly with the number of individuals in the different described compartments. The dynamics is presented in terms of a Kolmogorov Forward Eq