Efficient Approximation for Response-Time Tails in Fork-join Queues

Version 1.0.0.0 (16,1 ko) par Zhan Qiu
Efficient Approximation Method for Response-Time Tails in Fork-join Queues
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Mise à jour 26 juin 2015

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This set of scripts implements the approximation method proposed in the paper 'Beyond the Mean in Fork-Join Queues: Efficient Approximation for Response-Time Tails', by Z. Qiu, J.F. Pérez, and P. Harrison, accepted in IFIP Performance 2015.
An example of how to use the scripts is provided in the file main_example.m, where the model parameters are set and the main method (mainFJ.m) is executed. This method returns the approximated values of the response- time percentiles for a K-node FJ queue according to Section 6 of the paper. The approximation is based on the computation of the response-time percentiles for a 1-node and a 2-node FJ queue. The response-time percentiles for the 1-node queue are exact, while the results for a 2-node FJ queue are based on the approximation proposed in Section 4 of the paper.
If you use the scripts available here in your work, please cite our paper.
Copyright 2015 Imperial College London

Citation pour cette source

Zhan Qiu (2024). Efficient Approximation for Response-Time Tails in Fork-join Queues (https://www.mathworks.com/matlabcentral/fileexchange/51273-efficient-approximation-for-response-time-tails-in-fork-join-queues), MATLAB Central File Exchange. Récupéré le .

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Version Publié le Notes de version
1.0.0.0

Some comments added.
Updated the link to Q-MAM toolbox.

Clean codes.