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FUNDAMENTALS.
Basic Concepts (P. Wallis).
Machine Arithmetic (P. Wallis).
Model Arithmetic (P. Wallis).
ERROR CONTROL.
Sources of Error (P. Wallis).
Different Approaches to Interval Arithmetic (C. Ullrich & J. Wolff von Gudenberg).
The Karlsruhe Accurate Arithmetic Approach (J. Wolff von Gudenberg).
EMBEDDING OF KARLSRUHE ARITHMETIC.
The Embedding of Accurate Arithmetic in PASCAl-SC (J. Wolff von Gudenberg).
The Embedding of Accurate Arithmetic in Ada (J. Kok).
IMPROVING ACCURACY.
Automatic Identification of Scalar Products (D. Winter).
Guidelines for Selected Transformations of Existing Programs (L. Bamberger).
Manipulation of Expressions (J. Davenport & H. Fischer).
E-Methods for Improving Accuracy (G. Schumacher & J. Wolff von Gudenberg).
References.
Index.
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| $364.80 | Digital |
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Johnny Daugherty
reviewed Improving Floating-Point Programming on April 19, 2013
Improving Floating-Point Programming
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Add Improving Floating-Point Programming, This contributed work covers, in precise detail, the potential sources of error in floating-point programming and how these trouble spots can be controlled. Explains several methods for improving the accuracy of floating-point programming, concentrating o, Improving Floating-Point Programming to the inventory that you are selling on WonderClubX
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Add Improving Floating-Point Programming, This contributed work covers, in precise detail, the potential sources of error in floating-point programming and how these trouble spots can be controlled. Explains several methods for improving the accuracy of floating-point programming, concentrating o, Improving Floating-Point Programming to your collection on WonderClub |