2015Unpublished venueOpen access

A Fast Discrete Event Simulation Model for Queueing Network Systems

J. L. Vazquez-Avila, Remberto Sandoval-Aréchiga, R. Parra-Michel

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Abstract

Based on Lindley's recursive equations for G/G/1 systems, this paper proposes a Fast Discrete Event Simulation (FDES) model for queueing networks. Equations for multiplexer and de-multiplexer elements are presented, which allows to simulate not only tandem but queueing networks with an arbitrary top

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What this paper is about

Based on Lindley's recursive equations for G/G/1 systems, this paper proposes a Fast Discrete Event Simulation (FDES) model for queueing networks. Equations for multiplexer and de-multiplexer elements are presented, which allows to simulate not only tandem but queueing networks with an arbitrary top

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Available abstract

Based on Lindley's recursive equations for G/G/1 systems, this paper proposes a Fast Discrete Event Simulation (FDES) model for queueing networks. Equations for multiplexer and de-multiplexer elements are presented, which allows to simulate not only tandem but queueing networks with an arbitrary top

Key concepts: Layered queueing network, Queueing theory, Multiplexer, Discrete event simulation, Computer science, G-network, Event (particle physics), Computer network

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