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Abstract: . Recently, a first version of our GEMM-based level 3 BLAS for superscalar type processors was announced. A new feature is the inclusion of DGEMM itself. This DGEMM routine contains inline what we call a level 3 kernel routine, which is based on register blocking. Additionally, it features level 1 cache blocking and data copying of submatrix operands for the level 3 kernel. Our other BLAS's which possess triangular operands, e.g., DTRSM, DSYRK use a similar level 3 kernel routine to... (Update)
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.... of the level 3 BLAS stemmed from the observation that they can be cast in terms of optimized matrix matrix multiplication [1, 47, 52]. The performance of the resulting libraries was comparable to that of the optimized, assembly coded, vendor supplied BLAS in many...
.... for FLAME is the idea proposed by Kagstrom, Ling and Van Loan to code level 3 BLAS in terms of optimized matrix matrix multiplication [19, 17]. This work was based on a careful study of memory hierarchies and how best to construct an ecient implementation of the entire BLAS...
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BibTeX entry: (Update)
Fred Gustavson, Andr'e Henriksson, Isak Jonsson, Bo Kagstrom, and Per Ling. Superscalar GEMM-based Level 3 BLAS -- The On-going Evolution of a Portable and High-Performance Library. 1998. http://citeseer.ist.psu.edu/gustavson98superscalar.html More
@inproceedings{ gustavson98superscalar,
author = "Fred G. Gustavson and Andre Henriksson and Isak Jonsson and Bo Km and Per Ling",
title = "Superscalar {GEMM}-based Level 3 {BLAS} - The On-going Evolution of a Portable and High-Performance Library",
booktitle = " {PARA}",
pages = "207-215",
year = "1998",
url = "citeseer.ist.psu.edu/gustavson98superscalar.html" }
Citations (may not include all citations):19 Improving performance of linear algebra algorithms for dense.. (context) - Agarwal, Gustavson et al. - 1994
16 Exploiting functional parallelism of POWER2 to design high-p.. (context) - Agarwal, Gustavson et al. - 1994
The graph only includes citing articles where the year of publication is known.
Documents on the same site (http://www.cs.umu.se/~isak/):
Recursive Blocked Data Formats and BLAS's for.. - Gustavson.. (1998) (Correct)
High-Performance Matrix Multiplication on the IBM SP High Node - Henriksson, Jonsson (1998) (Correct)
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