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Improving the efficiency of portable software for linear algebra
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Source ACM SIGNUM Newsletter archive
Volume 8 ,  Issue 4  (October 1973) table of contents
Pages: 16 - 16  
Year of Publication: 1973
ISSN:0163-5778
Authors
R. J. Hanson  Washington State Univ.
F. T. Krogh  Jet Propulsion Lab
C. L. Lawson  Jet Propulsion Lab
Publisher
ACM  New York, NY, USA
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abstract   cited by   collaborative colleagues  

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ABSTRACT

In algorithms for linear algebraic computations there are a fairly small number of basic operations which are generally responsible for a significant percentage of the total execution time. We mention particularly the dot product operation, ω := xTy, the elementary vector operation, y :=αx+y, and the euclidean vector norm, η = (xTx)1/2.


Collaborative Colleagues:
R. J. Hanson: colleagues
F. T. Krogh: colleagues
C. L. Lawson: colleagues