Queueing Analysis: Vacation and priority systems (pt. 1) |
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Contents
Preface | 1 |
2 Waiting time of a message that arrives during the m th generation | 26 |
3 Messages n and | 77 |
Copyright | |
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Common terms and phrases
analysis arbitrary message B₂ Chapter consider defined delay cycle denoted E[V² E[W₂ equation exceptional service FCFS system gated service system given idle period initial condition initial delay interdeparture joint distribution k₁ k₂ Kleinrock Laplace transform LCFS length M/G/1 system Markov chain Markov point mean number mean waiting message arrives message of class message waiting messages served messages that arrive multiple vacation model Note nth message number of messages obtain Operations Research Po(t preemptive resume priority priority class priority messages priority queues Queueing Systems Queueing Theory resume priority system Rouché's theorem semi-Markov process server service completion service period single vacation model Stochastic Stochastic Processes Substituting supermessage system with multiple system with setup system without vacations T-cycle Takács Takagi theorem time-dependent unfinished vacation period WFCFS(S Πο Σ Σ