## Sojourn time problems in feedback queues |

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absorption approach of Section Auckland Bernoulli feedback Birth-death feedback queue birth-death queue C's arrival chains in continuous Cornell University customer spends depart or feedback dependent feedback distribution of Tg Doshi and Kaufman eigenvector elements embedded enters the system evaluate exponential feedback cycle Fg(s Fg(t following the n-th given by 6.9 hc+l i j i i i i j i N-l infinitesimal M/GI/1 queue marked customer Markov chains Markov process approach Markov renewal approach Markov renewal process Markov renewal queue Mathematical Sciences Institute mean sojourn Montazer-Haghighi n-th service n-th transition number of customers Observe obtain output P{T i t parameter PH-distribution QUEUES BY Jeffrey sample path service completion service facility sojourn time distribution SOJOURN TIME PROBLEMS space stationary conditions stationary distribution stationary sojourn system immediately following system with Bernoulli Takacs taking LST's TbTri transient transition functions transition matrix typical customer Y(Tg