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Mean Project Completion Time in Dynamic Markov PERT Networks

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Amir Azaron, Hideki Katagiri, Kosuke Kato, Masatoshi Sakawa<br />

[3] Charnes, A., Cooper, W., Thompson, G. (1964). Critical path analysis<br />

via chance constra<strong>in</strong>ed and stochastic programm<strong>in</strong>g. Operations Research,<br />

12, 460-470.<br />

[4] Cl<strong>in</strong>gen, C. (1964). A modification of fulkerson’s algorithm for expected<br />

duration of a <strong>PERT</strong> project when activities have cont<strong>in</strong>uos d. f.<br />

Operations Research, 12, 629-632.<br />

[5] Elmaghraby, S. (1967). On the expected duration of <strong>PERT</strong> type networks.<br />

Management Science, 13, 299-306.<br />

[6] Fulkerson, D. (1962). Expected critical path lengths <strong>in</strong> <strong>PERT</strong> networks.<br />

Operations Research, 10, 808-817.<br />

[7] Hall, R. (1986). The fastest path through a network with random timedependent<br />

travel times. Transportation Science, 20, 182-188.<br />

[8] Howard, D. (1970). <strong>Dynamic</strong> probabilistic systems. John Wiley & Sons,<br />

New York.<br />

[9] Kulkarni, V., Adlakha, V. (1986). <strong>Markov</strong> and markov-regenerative<br />

<strong>PERT</strong> networks. Operations Research, 34, 769-781.<br />

[10] Mart<strong>in</strong>, J. (1965). Distribution of the time through a directed acyclic<br />

network. Operations Research, 13, 46-66.<br />

[11] Perry, C., Creig, I. (1975). Estimat<strong>in</strong>g the mean and variance of subjective<br />

distributions <strong>in</strong> <strong>PERT</strong> and decision analysis. Management Science, 21,<br />

1477-1480.<br />

[12] Psaraftis, H., Tsitsiklis, J. (1993). <strong>Dynamic</strong> shortest paths <strong>in</strong> acyclic<br />

networks with markovian arc costs. Operations Research, 41, 91-101.<br />

[13] Robillard, P. (1976). Expected completion time <strong>in</strong> <strong>PERT</strong> networks. Operations<br />

Research, 24, 177-182.<br />

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