Numerical Computing with IEEE Floating Point ArithmeticSIAM, 2001. gada 1. janv. - 120 lappuses This title provides an easily accessible yet detailed discussion of IEEE Std 754-1985, arguably the most important standard in the computer industry. The result of an unprecedented cooperation between academic computer scientists and the cutting edge of industry, it is supported by virtually every modern computer. Other topics include the floating point architecture of the Intel microprocessors and a discussion of programming language support for the standard. |
No grāmatas satura
1.–5. rezultāts no 36.
. lappuse
... first printing that are corrected in this second printing. Many thanks to Vickie Kearn for her enthusiasm for publishing this book despite its unconventional format, to Beth Gallagher for her careful copy editing, and to all those ...
... first printing that are corrected in this second printing. Many thanks to Vickie Kearn for her enthusiasm for publishing this book despite its unconventional format, to Beth Gallagher for her careful copy editing, and to all those ...
3. lappuse
... first general-purpose operational electronic computer3 is usually said to be the ENIAC (Electronic Numerical Integrator And Computer), a decimal machine with 18,000 vacuum tubes that was built by Eckert and Mauchly at the University of ...
... first general-purpose operational electronic computer3 is usually said to be the ENIAC (Electronic Numerical Integrator And Computer), a decimal machine with 18,000 vacuum tubes that was built by Eckert and Mauchly at the University of ...
4. lappuse
... first reentered the atmosphere and landed. In brief, all fields of science and engineering rely heavily on numerical computing. The traditional two branches of science are theoretical science and experimental science. Computational ...
... first reentered the atmosphere and landed. In brief, all fields of science and engineering rely heavily on numerical computing. The traditional two branches of science are theoretical science and experimental science. Computational ...
5. lappuse
... first line and then the second, and so on, does not work, since the first line never terminates. Instead, we generate a list of all rational numbers diagonal by diagonal: first 0, then :|:1/1; then :|:2/1,:|:1/2; then :|:3/1,:|:2/2,:|:1 ...
... first line and then the second, and so on, does not work, since the first line never terminates. Instead, we generate a list of all rational numbers diagonal by diagonal: first 0, then :|:1/1; then :|:2/1,:|:1/2; then :|:3/1,:|:2/2,:|:1 ...
6. lappuse
... first used by the Babylonians about 300 BC. Our decimal positional system was developed in India around 600 A.D. and was used for centuries by the Arabs in the Middle East before being passed on to Europe during the period ...
... first used by the Babylonians about 300 BC. Our decimal positional system was developed in India around 600 A.D. and was used for centuries by the Arabs in the Middle East before being passed on to Europe during the period ...
Citi izdevumi - Skatīt visu
Numerical Computing with IEEE Floating Point Arithmetic Michael L. Overton Ierobežota priekšskatīšana - 2001 |
Numerical computing with IEEE floating point arithmetic Michael L. Overton Ierobežota priekšskatīšana - 2001 |
Bieži izmantoti vārdi un frāzes
accurate added addition agree algorithm answer approximately arithmetic assuming base binary bits bitstring called cancellation Chapter compiler computing condition number consider conversion correctly rounded decimal defined derivative destination digits discussed division double format equal error evaluating exact exactly example exception Exercise expansion exponent expression extended field final first Floating floating point number format number formula function give hardware idea IEEE single format IEEE standard implement input instruction integer Intel interest language loop machine machine epsilon means negative newsum nonzero normalized occurs operation output overflow positive possible precision problem Question quotient raised range representation represented requires result round to nearest rounding error rounding mode shows significand significant stack stored subnormal numbers Suppose Table term terminates underflow variable write zero