Probability density of the interval duration between events in the generalized MAP with its incomplete observability

Anastasiya Keba, Людмила Нежельская
We consider a generalized MAP (Markovian Arrival Process) with an arbitrary number of states under conditions of its incomplete observability (in the presence of unextendable dead time of fixed duration). An explicit form of the probability density of the values of the interval duration between the moments of the events occurrence for a two-state flow is found.