DocumentCode
2799356
Title
Computing the Throughput of Replicated Workflows on Heterogeneous Platforms
Author
Benoit, Anne ; Gallet, Matthieu ; Gaujal, Bruno ; Robert, Yves
Author_Institution
LIP Lab., UCBL, Lyon, France
fYear
2009
fDate
22-25 Sept. 2009
Firstpage
204
Lastpage
211
Abstract
In this paper, we focus on computing the throughput of replicated workflows. Given a streaming application whose dependence graph is a linear chain, and a mapping of this application onto a fully heterogeneous platform, how can we compute the optimal throughput, or equivalently the minimal period? The problem is easy when workflow stages are not replicated, i.e., assigned to a single processor: in that case the period is dictated by the critical hardware resource. But when stages are replicated, i.e., assigned to several processors, the problem gets surprisingly complicated, and we provide examples where the optimal period is larger than the largest cycle-time of any resource. We then show how to model the problem as a timed Petri net to compute the optimal period in the general case, and we provide a polynomial algorithm for the one-port communication model with overlap. Finally, we report comprehensive simulation results on the gap between the optimal period and the largest resource cycle-time.
Keywords
Petri nets; computational complexity; parallel processing; polynomial approximation; resource allocation; scheduling; critical hardware resource; dependence graph; heterogeneous platforms; linear chain; one-port communication model; optimal period; polynomial algorithm; replicated workflows throughput; resource cycle-time; streaming application; timed Petri net; Concurrent computing; Hardware; Indium phosphide; Laboratories; Parallel processing; Pipelines; Polynomials; Streaming media; Terminology; Throughput; critical resource; heterogeneous platforms; period; scheduling; timed Petri nets; workflows;
fLanguage
English
Publisher
ieee
Conference_Titel
Parallel Processing, 2009. ICPP '09. International Conference on
Conference_Location
Vienna
ISSN
0190-3918
Print_ISBN
978-1-4244-4961-3
Electronic_ISBN
0190-3918
Type
conf
DOI
10.1109/ICPP.2009.41
Filename
5362304
Link To Document