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- W2159560549 abstract "1. Introduction . A Markov Renewal Process (MRP) with m (<∞) states is one which records at each time t , the number of times a system visits each of the m states up to time t , if the system moves from state to state according to a Markov chain with transition probability matrix P 0 = [p ij ] and if the time required for each successive move is a random variable whose distribution function (d.f.) depends on the two states between which the move is made. Thus, if the system moves from state i to state j , the holding time in the state i has F ij (x) as its d.f. ( i, j = 1,2, …, m )." @default.
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- W2159560549 title "Some distribution and moment formulae for the Markov renewal process" @default.
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- W2159560549 doi "https://doi.org/10.1017/s0305004100001171" @default.
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