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On the Busy Cycle Maxima in a Heterogeneous Fork-Join Queue
ACM SIGMETRICS Performance Evaluation ReviewThis work investigates the distribution of the maximum response time during a busy cycle in a Fork-Join queueing system with two parallel servers having heterogeneous deterministic service times and Poisson arrivals. We formulate a renewal-type Fredholm integral equation of the second kind that explicitly characterizes the cumulative distribution ...
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Reduction of Subtask Dispersion in Fork-Join Systems
European Performance Engineering Workshop, 2013Iryna Tsimashenka, W. Knottenbelt
semanticscholar +1 more source
A General Class of Closed Fork and Join Queues with Subexponential Service Times
, 2007Hayriye Ayhan, Jung-Kyung Kim
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An Upper Bound Solution for Homogeneous Fork/Join Queuing Systems
IEEE Transactions on Parallel and Distributed Systems, 2011R. Chen
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Approximations and Bounds for (n, k) Fork-Join Queues: A Linear Transformation Approach
2018Zhihong Shen, Yu-Guang Zhou
exaly
Characterization of the departure process in a closed fork–join synchronization network
Applied Mathematics and Computation, 2006Muhammad El-Taha
exaly
Departure process in a mixed fork–join synchronization network
Computers and Mathematics With Applications, 2009Muhammad El-Taha
exaly
An Analytical Throughput Approximation for Closed Fork/Join Networks
INFORMS Journal on Computing, 2017Alan Scheller-Wolf, Nicola Secomandi
exaly
Simulation & Analysis of a Mean Response Time Upper-bound for Homogeneous Fork/Join Queues
2011exaly