A Survey of Priority Queueing [sic] |
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... Resampling 59 Preemptive Repeat Without Resampling 64 Preemptive Resume 67 Minimizing the Flow Time 72 V DYNAMIC PRIORITIES 79 Analytical Results for the Discrete Time Case 79 Approximations of the Distribution of Flow Times 82 VI OTHER ...
... Resampling 59 Preemptive Repeat Without Resampling 64 Preemptive Resume 67 Minimizing the Flow Time 72 V DYNAMIC PRIORITIES 79 Analytical Results for the Discrete Time Case 79 Approximations of the Distribution of Flow Times 82 VI OTHER ...
Page 4
... resampling , and preemptive repeat without resampling . The preemptive repeat discipline is a recogni- tion of the fact that in many real systems there is a loss or waste of processing time when the processing of a job is interrupted ...
... resampling , and preemptive repeat without resampling . The preemptive repeat discipline is a recogni- tion of the fact that in many real systems there is a loss or waste of processing time when the processing of a job is interrupted ...
Page 64
... resampling of processing times , i . e . , the variability is in the amount of processing demanded , the following hold true for jobs in class i : E ( k ; ) = e ^ i3 f ( s ) ds - 1 - 1 E ( k , ) E ( V ; ) = E ( V , 2 ) 2 = Å ཎྞཾ 64.
... resampling of processing times , i . e . , the variability is in the amount of processing demanded , the following hold true for jobs in class i : E ( k ; ) = e ^ i3 f ( s ) ds - 1 - 1 E ( k , ) E ( V ; ) = E ( V , 2 ) 2 = Å ཎྞཾ 64.
Common terms and phrases
arriving job Avi-Itzhak begin processing Breakdown busy period changeover CHAPTER classes of jobs Cueues density function departure instants E(TA E(TB E(WO equations expected number expected wait exponential processing exponentially distributed FIFO discipline initiates a busy interarrival interdeparture intervals job arriving job which initiates jobs of class jobs which arrive Laplace transform LIFO Markov property mean flow moment generating function number in system number of arrivals number of jobs number of priorities obtained Opns overall mean wait parameter Poisson arrival rate Poisson distribution Pollaczek preemptive resume priority class priority jobs Priority Queues probability process jobs processing facility processing of amount processing rate processing time distribution queue discipline queueing model Queueing Theory random point random variables repair phase resampling Server shortest remaining Single Channel Queue type s busy type s job urgency number Waiting Line Problems waiting time distribution Σλ