ОЦЕНИВАНИЕ МЕТОДОМ МОМЕНТОВ ПАРАМЕТРА РАВНОМЕРНОГО РАСПРЕДЕЛЕНИЯ ДЛИТЕЛЬНОСТИ СЛУЧАЙНОГО НЕПРОДЛЕВАЮЩЕГОСЯ МЕРТВОГО ВРЕМЕНИ В РЕКУРРЕНТНОМ ПОЛУСИНХРОННОМ ПОТОКЕ СОБЫТИЙ

Generalized asynchronous flow of events which intensity is piecewise constant stochastic process X(t) with two states X 1 and X 2 (X 1 > X 2) and unprolonging dead time is considered. During the time interval when X(t) = X, Poisson flow of events takes place with the intensity X, i = 1,2. Transition from the first state of process X(t) into the second one (from the second state into the first one) is carried out at any moment of time. The sojourn time in the i-th state is exponentially distributed with parameter a, i = 1,2. The process of transition X(t) from the first state into the second one initiates with probability p (0