Distribution of Transition Frequencies of a Markov Renewal Process, over an Arbitrary Interval of Time

摘要

The distribution of the transition count matrix of a Markov Renewal Process over an arbitrary interval of time (t sub 0, to sub 0 + t) is derived in the paper. Moments of the first and second order of the transition frequencies are also derived and asymptotic expressions for these moments are also obtained. (Author)