DocumentCode
453825
Title
A semi-empirical model for maximal LINPACK performance predictions
Author
Chou, Chau-Yi ; Chang, Hsi-Ya ; Wang, Shuen-Tai ; Wu, Chang-Hsing
Author_Institution
Nat. Center for High-performance Comput., Taiwan
Volume
1
fYear
2006
fDate
16-19 May 2006
Lastpage
348
Abstract
In general, the maximal LINPACK performance of a large cluster depends on the number of processors, the total memory capacities, the problem size, the block size, the middle-ware of message passing, and the BLAS (basic linear algebra subprograms) library. One must handle these multi-variables factors to predict the performance score. In the paper, we propose a semi-empirical weighting function to improve the performance prediction model for high performance Linpack (HPL) for large clusters. In order to better predict the maximal LINPACK performance, we first divide the performance model into two parts: computational power, and message passing overhead. In the latter part, we adopt Xu and Hwang´s broadcast model and introduce a weighting function w to account for the other effects. The difference between scores based on our semi-empirical model and the measured scores are less than 5%. The clusters used in the study include Myrinet-based, Quadrics, Gigabits Ethernet, IA64 or IA32 architectures.
Keywords
message passing; middleware; multiprocessing systems; performance evaluation; workstation clusters; Gigabits Ethernet; IA32 architecture; IA64 architecture; Myrinet; Quadrics; basic linear algebra subprograms library; computational power; high performance Linpack; maximal LINPACK performance prediction; message passing; middleware; semiempirical weighting function; Broadcasting; Computer architecture; Ethernet networks; High performance computing; Libraries; Linear algebra; Linear systems; Message passing; Predictive models; Scalability;
fLanguage
English
Publisher
ieee
Conference_Titel
Cluster Computing and the Grid, 2006. CCGRID 06. Sixth IEEE International Symposium on
Conference_Location
Singapore
Print_ISBN
0-7695-2585-7
Type
conf
DOI
10.1109/CCGRID.2006.10
Filename
1630839
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