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Semi-iterative methods on distributed memory multiprocessor architectures
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Source International Conference on Supercomputing archive
Proceedings of the 3rd international conference on Supercomputing table of contents
Crete, Greece
Pages: 82 - 90  
Year of Publication: 1989
ISBN:0-89791-309-4
Authors
A. Hadjidimos  Purdue University, Department of Computer Sciences, West Lafayette, IN
E. N. Houstis  Purdue University, Department of Computer Sciences, West Lafayette, IN
J. R. Rice  Purdue University, Department of Computer Sciences, West Lafayette, IN
M. K. Samartzis  Purdue University, Department of Computer Sciences, West Lafayette, IN
E. A. Vavalis  Purdue University, Department of Computer Sciences, West Lafayette, IN
Sponsors
Computer Tech Inst. : Computer Technology Institute
SIGARCH: ACM Special Interest Group on Computer Architecture
SIAM : Society for Industrial and Applied Mathematics
AICA : Assoc Italianai de Calcolo Automatico
Publisher
ACM  New York, NY, USA
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ABSTRACT

In the parallel ELLPACK (//ELLPACK) project we are developing a library of parallel interative methods for distributed memory multiprocessor systems and software tools for partitioning and allocation of the underlying computations. In this paper we discuss the implementation issues within the //ELLPACK environment and present preliminary performance results of some of the modules on three hypercube based architectures: NCUBE, iPSC/1 and iPSC/2. These results indicate that the iterative methods are capable of delivering close to optimal scaled speed-ups while the combination of concurrent/vector processing can lead to sizable improvements of the overall performance. These experiments have shown that distributed memory systems are capable of solving significantly large problems effectively.


REFERENCES

Note: OCR errors may be found in this Reference List extracted from the full text article. ACM has opted to expose the complete List rather than only correct and linked references.

 
Ayka 88
 
Chris 89
N.P. Chrisochoides, E.N. Houstis, C.E. Houstis, S.M. Kortesis and J.R. Rice, Automatic Load Balanced Partitioning Strategies for PDE Computations, Purdue University CAPO Technical Report CER- 89-7, February 1989.
 
Couc 87
A. L. Couch, Seecube User's Manual, Tufts University, Department of Computer Science Report, April 1987.
 
Duni 88
T. H. Dunigan, Performance of a Second Generation Hypercube, Tech. Report. ORNL/TM-10881, Oak Ridge National Laboratory, Mathematical Science Section, (1988).
 
Farh 87
C. Farhat and E. Wilson, Concurrent Iteratire Solutions of Large Finite Element Systems, Communic. in Applied Numerical Methods 8, (1987), 319-326.
 
Gust 88
J. L. Gustafson, G. R. Montry and R. E. Benner, Development of Parallel Methods for a 1024-Processor Hypercube, SiAM J. Sci. Stat. Comp. 9, (1988), 609-638.
 
Hous 88a
Hous 88b
 
Hous 89a
E.N. Houstis, T.S. Papatheodorou and J.R. Rice, Parallel ELLPACK: An Expert System for the Parallel Processing of Partial Differential Equations, Math. Comp. Sim ul., 31, (1989), to appear.
 
Hous 89b
E.N. Houstis, P.N. Papachiou, J.R. Rice and M.K. Samartzis, Domain Decomposer: A Software Tool for Partitioning PDE Computations Based on Geometry Decomposition Strategies, Purdue University Technical Report, in preparation.
Kinc 82
 
Rice 85
 
Rodr 84
G. Rodrigue and J. Simon, Jacobi splittings and the method of overlapping domains for solving elliptic PDEs, in: Advances in Computer Methods for Partial Differential Equations, Vol. V, ( R. Vichnevetsky, R. S. Stepleman, editor), (1984), 383-386.
 
Tang 87
W.P. Tang, Schwarz splitting, a model of parallel computations, Ph.D. Thesis, Stanford University, (1987).

Collaborative Colleagues:
A. Hadjidimos: colleagues
E. N. Houstis: colleagues
J. R. Rice: colleagues
M. K. Samartzis: colleagues
E. A. Vavalis: colleagues