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» A Paradigm for Parallel Matrix Algorithms:
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IPPS
2000
IEEE
13 years 11 months ago
Scalable Parallel Matrix Multiplication on Distributed Memory Parallel Computers
Consider any known sequential algorithm for matrix multiplication over an arbitrary ring with time complexity ON , where 2  3. We show that such an algorithm can be parallelize...
Keqin Li
GECCO
2008
Springer
131views Optimization» more  GECCO 2008»
13 years 8 months ago
Testing parallelization paradigms for MOEAs
In this paper, we report on our investigation of factors affecting the performance of various parallelization paradigms for multiobjective evolutionary algorithms. Different paral...
Sadeesha Gamhewa, Philip Hingston
EUROPAR
2008
Springer
13 years 9 months ago
Parallel Algorithms for Triangular Periodic Sylvester-Type Matrix Equations
Abstract. We present parallel algorithms for triangular periodic Sylvester-type matrix equations, conceptually being the third step of a periodic Bartels
Per Andersson, Robert Granat, Isak Jonsson, Bo K&a...
IPPS
1998
IEEE
13 years 11 months ago
A Flexible Class of Parallel Matrix Multiplication Algorithms
This paper explains why parallel implementation of matrix multiplication--a seemingly simple algorithm that can be expressed as one statement and three nested loops--is complex: P...
John A. Gunnels, Calvin Lin, Greg Morrow, Robert A...
RSCTC
2004
Springer
138views Fuzzy Logic» more  RSCTC 2004»
14 years 24 days ago
A Parallel Approximate Rule Extracting Algorithm Based on the Improved Discernibility Matrix
A parallel rule-extracting algorithm based on the improved discernibility matrix [2] is proposed, by this way, a large amount of raw data can be divided into some small portions to...
Yong Liu, Congfu Xu, Yunhe Pan