DocumentCode :
2915586
Title :
Modeling and Performance Analysis of Grid Task Scheduling Based on Composition and Reduction of Petri Nets
Author :
Han, Yaojun ; Luo, Xuemei
Author_Institution :
Coll. of Int. Bus., Shanghai
fYear :
2006
fDate :
Oct. 2006
Firstpage :
331
Lastpage :
334
Abstract :
Task scheduling is one of the most important and difficult issues in grid computing environment. Although some algorithms for grid task scheduling were proposed, formal modeling and analysis for task scheduling in grid computing have not given more attention. In our previous work, a high-level timed Petri net to model the workflow of grid tasks was proposed. But it only focused on independent tasks. In this paper, we tackle the scheduling problem of task that consists of a set of communicating subtasks. First, an extended timed Petri net model (ETPN) for a subtask is constructed. In order to reduce the complexity of model and the state explosion problem in reachability analysis of Petri nets, a Petri net model for a task is gotten using composition and reduction of Petri nets. A construction algorithm for reachable task graph (RTG) of ETPN is given in this paper. Finally, we give the methods to verify the correctness of the grid task scheduling and analyze time performance of system by analyzing RTG of ETPN
Keywords :
Petri nets; formal specification; grid computing; reachability analysis; software performance evaluation; task analysis; Petri net composition; Petri net reduction; communicating subtasks; extended timed Petri net model; grid computing; grid task scheduling; performance analysis; reachability analysis; reachable task graph; system time performance; Algorithm design and analysis; Educational institutions; Explosions; Finance; Grid computing; Performance analysis; Petri nets; Processor scheduling; Reachability analysis; Scheduling algorithm;
fLanguage :
English
Publisher :
ieee
Conference_Titel :
Grid and Cooperative Computing, 2006. GCC 2006. Fifth International Conference
Conference_Location :
Hunan
Print_ISBN :
0-7695-2694-2
Type :
conf
DOI :
10.1109/GCC.2006.62
Filename :
4031477
Link To Document :
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