Computer Arithmetic and Self-Validating
β Christian Ullrich
π Library
π
1990
π Elsevier Inc, Academic Press
π English
β¦ LIBER β¦
π
Computer Arithmetic and Self-Validating Numerical Methods
β Scribed by Christian Ullrich
- Publisher
- Academic Pr
- Year
- 1990
- Tongue
- English
- Leaves
- 306
- Category
- Library
β¬ Acquire This Volume
No coin nor oath required. For personal study only.
β¦ Subjects
Machine Theory;AI & Machine Learning;Computer Science;Computers & Technology;Mathematics;Applied;Geometry & Topology;History;Infinity;Mathematical Analysis;Matrices;Number Systems;Popular & Elementary;Pure Mathematics;Reference;Research;Study & Teaching;Transformations;Trigonometry;Science & Math;Computer Science;Algorithms;Artificial Intelligence;Database Storage & Design;Graphics & Visualization;Networking;Object-Oriented Software Design;Operating Systems;Programming Languages;Software Design
π SIMILAR VOLUMES
Interval Arithmetic: Accurate Self-valid
β Hend Dawood
π Library
π
2007
π English
Interval Arithmetic: Accurate Self-valid
β Hend Dawood
π Library
π
2007
π English
Scientific Computing, Validated Numerics
β G. William Walster (auth.), Walter KrΓ€mer, JΓΌrgen Wolff von Gudenberg (eds.)
π Library
π
2001
π Springer US
π English
<p>Scan 2000, the GAMM - IMACS International Symposium on Scientific Computing, Computer Arithmetic, and Validated Numerics and Interval 2000, the International Conference on Interval Methods in Science and Engineering were jointly held in Karlsruhe, September 19-22, 2000. The joint conference conti
Computer Arithmetic and Validity: Theory
β Kulisch, Ulrich
π Library
π
2008
π De Gruyter
π English
The present book deals with the theory of computer arithmetic, its implementation on digital computers and applications in applied mathematics to compute highly accurate and mathematically verified results.?Β The aim is to improve the accuracy of numerical computing (by implementing advanced computer
Computer arithmetic and validity: Theory
β Kulisch U.
π Library
π
2013
π de Gruyter
π English
This is the revised and extended second edition of the successful basic book on computer arithmetic. It is consistent with the newest recent standard developments in the field. The book shows how the arithmetic capability of the computer can be enhanced. The work is motivated by the desire and the n