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floating-point number

floating-point number

5.6
A number that computers store to show very large or very small values approximately
  • noun
  • /ˈfloʊtɪŋ pɔɪnt ˈnʌmbər/
  • Specialized
translation icon : número de punto flotante
  • To analyze the data, we converted the results into a floating-point number for precision.
  • IEEE floating-point number
  • binary floating-point number

But if you think about floating point number, real numbers, we want to find where's, where's the bottom, where's the lowest point?

Examples

  • So we've been looking the last couple of lectures at floating point numbers and integers.

  • The basic method for converting a floating-point number from one base to another is through a sequence of transformations that leave the value intact.

    Academic text (1999)
  • So we represent a floating point number as a pair of a mantissa and an exponent.

  • Databases may have fields containing IEEE floating-point numbers.

    Academic text (1999)
  • Support math operations on IEEE floating-point numbers stored in databases.

    Academic text (1999)
  • The Java language always uses round-to-nearest, except when converting floating-point numbers to integers, in which case it uses round-to-zero.

    Academic text (1999)
  • A denormalized floating-point number is a tiny number whose exponent is smaller than the smallest representable exponent.

    Academic text (1999)
  • To illustrate the comparative symbolic technique, see Figure 6, where the sequential program reads n floating-point numbers from a file, sums the positive elements, and returns the result.

    Academic text (2011)
  • The program can accurately display a floating-point number with up to six decimal places.

  • In computer graphics, calculations often require a floating-point number to represent colors.

Synonyms

real number
vsfloating-point number
  • Specialized
1 3.9

A computer data type for numbers with decimals, often approximate

is the specific storage format using an exponent scale and fixed precision

Surface Forms

Morphology

floating-point + number

The term is compositionally a kind of 'number' described by 'floating-point', so a learner who knows 'floating' and 'point' can infer it is a type of number related to a moving/decimal point. However, the exact technical sense (binary/decimal representation, precision, exponent/mantissa) is specialized and not fully predictable from everyday meanings, making it only partially transparent to a B1 learner.

Etymology

Floating-point number comes from the image of the point, the decimal dot, that can float left or right to show very big or very small numbers. That's why floating-point numbers let computers store 'very large or very small values' and sometimes do not store them exactly.