Construction of the Evaluations of Parameters of the Asynchronous Alternating Doubly Stochastic Event Flow with Extra Event Initiation at Prolonging Dead Time
The asynchronous alternating double stochastic event flow with extra event initiation at prolonging dead time is investigated. The Laplace transformation of probabilities density of an interval between neighbor events of an observable flow is found. The equations for unknown parameters and dead time duration are constructed. The results of statistical experiment realized on the simulation model are given.