MODULATED SYNCHRONOUS TWICE STOCHASTIC FLOW IN CONDITIONS OF FIXED DEAD TIME
One considers modulated synchronous twice stochastic flow in conditions of fixed dead time. After each registered event the time of fixed duration (dead time) comes. During this period events of initial modulated synchronous twice stochastic flow are unobservable. The first event after dead time period creates the dead time interval of fixed duration again. One concludes formulas of posterior probabilities for dead time intervals and for observable intervals of modulated synchronous flow. Algorithm of flow state estimation is considered.