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Floating-point arithmetic

In computing, floating-point arithmetic (FP) is arithmetic on subsets of real numbers formed by a significand (a signed sequence of a fixed number of digits in some base) multiplied by an integer power of that base. Numbers of this form are called floating-point numbers.: 3 : 10

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History

36 related topics

IEEE 754: floating point in modern computers

23 related topics

Other notable floating-point formats

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Accuracy problems

25 related topics

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Overview

History

Range of floating-point numbers

IEEE 754: floating point in modern computers

Other notable floating-point formats

Representable numbers, conversion and rounding

Floating-point operations

Dealing with exceptional cases

Accuracy problems

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Floating-point arithmetic

Nodes227
Edges226
Triples150
Avg. degree1.99
Density0.008811
Components1

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Floating-point arithmetic

Top relations

related to Further reading · 91
Floating-point arithmetic → Addison-Wesley, Algebraic Processes, Arithmetic, Automatic Computation, Birkhäuser, Blaauw, Brian, Brooks, Brunie, Cambridge University Press, CD-ROM, Charles, Clarendon Press, Classic, Claude-Pierre, Computer Architecture, Computer Programming, Concepts, Date, David
related to Alternatives to floating-point numbers · 25
Floating-point arithmetic → Binary, Charles Clenshaw, Computer, Conversely, Fixed-point, Frank Olver, However, Interval, It, LI, LNSs, Logarithmic, Maple, Mathematica, Maxima, Peter Turner, Posit, SLI, Software, Some
see also · 13
Floating-point arithmetic → Apple Numerics Environment, Arbitrary-precision, Binary Floating-Point ArithmeticIBM Floating, Binary Format, Computable, IEEE, MBF, MinifloatQ, MPFRHalf-precision, Point ArchitectureKahan, SANE, Significant, Standard

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Important terminology

floating-point precision number numbers ieee significand digits binary exponent decimal arithmetic format used bits example result 754 point rounding value

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SubjectPredicateObjectConfidenceSrc
Mathematicainstance ofin particular floating point.Computer algebra systems0.80text
Maximainstance ofin particular floating point.Computer algebra systems0.80text
and Maple can often handle irrational numbers like πinstance ofin particular floating point.Computer algebra systems0.80text
cosineinstance offunctions0.80text
log are not mandatedinstance offunctions0.80text
a Cinstance ofand is a different usage to that typically defined in programming languages0.80text
πinstance ofinability to represent numbers0.80text
0.1 exactlyinstance ofinability to represent numbers0.80text
and other slight inaccuraciesinstance ofinability to represent numbers0.80text
the following phenomena may occurinstance ofinability to represent numbers0.80text
iterative refinementinstance ofusing numerical approaches0.80text
if they are to work well.Summation of a vector of floating-point values is a basic algorithm in scientific computinginstance ofusing numerical approaches0.80text

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