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1988
Conference Paper
Titel
On the distribution of flow times of marking states in stochastic Petri nets
Abstract
Summary form only given, as follows. When analysing traffic systems, often the probability distribution of certain performance measures is desired rather than their average values and higher statistical moments, respectively. Within this paper (1) a M/M/N/S1/S2/HOL queueing system is transformed into a compact generalized stochastic Petri net (GSPN) model (2) an algorithm which consider the existence of cycles within the reachability graph of the GSPN is presented for the computation of the probability distribution of the flow time of marking states (3) the application of this algorithm for the computation of the waiting time distribution of non-pr
Language
English
Tags
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directed graphs
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performance evaluation
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probability
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queueing theory
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stochastic processes
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distribution of flow times
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marking states
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stochastic petri nets
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traffic systems
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probability distribution
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performance measures
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m/m/n/s1/s2/hol queueing system
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reachability graph
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waiting time distribution
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erlang-distributed service times