Evolution Time of Composed Stochastic Systems with Final Sequence of States and Independent Transitions
Alexandru Lazari · Annals of the Alexandru Ioan Cuza University - Mathematics · 2014
Abstract In this paper the composed stochastic systems with final sequence states and independent transitions are studied. The ordered and unordered sequential compositions and excludable and nonexcludable parallel compositions are analyzed. For these stochastic systems the problem of determining the main probabilistic characteristics of evolution time is considered. The elaborated algorithms are based on the properties of the homogeneous linear recurrences.