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Accuracy and stability of numerical algorithms

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MARC

008

070509s1996 paua b 001 0 eng

001

233705

005		19960307095727.2
010		\|a 95039903
020		\|a0898713552 (pbk.) :\|cNT\|1779
035		\|a4453256
035		\|9(DLC) 95039903
040		\|aTWNTU\|cTWNTU\|dTWNTU
050	00	\|aQA297\|b.H53 1996
082	00	\|a519.4/0285/51\|220
095		\|aNTTU\|bG\|cE031012\|d519.4028\|eH638\|pBOOK\|fCKY\|zBOOK\|m1779\|tDDC
100	1	\|aHigham, Nicholas J.,\|d1961-
245	10	\|aAccuracy and stability of numerical algorithms /\|cNicholas J. Higham.
260		\|aPhiladelphia :\|bSociety for Industrial and Applied Mathematics,\|cc1996.
300		\|axxviii, 688 p. :\|bill. ;\|c24 cm.
504		\|aIncludes bibliographical references (p. 595-663) and indexes.
650	0	\|aComputer algorithms.
650	0	\|aNumerical analysis\|xData processing.
809		\|d519.4028\|eH638\|tDDC\|pBOOK

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This book gives a thorough treatment of the behavior of numerical algorithms in finite precision arithmetic. It combines algorithmic derivations, perturbation theory, and rounding error analysis. Software practicalities are emphasized throughout, with particular reference to LAPACK and MATLAB.

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Accuracy and stability of numerical algorithms

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