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Scalar fused multiply-add instructions produce floating-point matrix arithmetic provably accurate to the penultimate digit
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Author:
Yves Nievergelt
Eastern Washington University, Cheney, WA
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· Journal
ACM Transactions on Mathematical Software (TOMS)
TOMS Homepage
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Volume 29 Issue 1, March 2003
ACM
New York, NY
, USA
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doi>
10.1145/641876.641878
2003 Article
Bibliometrics
· Downloads (6 Weeks): 2
· Downloads (12 Months): 26
· Citation Count: 6
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Tags:
algorithm design and analysis
algorithms
algorithms implemented in hardware
certification and testing
computations on matrices
computer arithmetic
design
doubly compensated summation
error analysis
floating-point arithmetic
fused multiply-add instruction
general
instruction set design
languages
matrix arithmetic
multiple precision arithmetic
numerical algorithms
provable accuracy
reliability and robustness
rounding error
standardization
theory
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