Random number

/ˈɹæn.dəm ˈnʌm.bɚ/ noun

noun ·Rare ·Advanced level

Definitions

Noun
  1. 1
    Used other than figuratively or idiomatically: see random, number.
  2. 2
    A number allotted randomly using suitable generator (electronic machine or as simple "generator" as die).
  3. 3
    A number selected based on a uniform distribution, typically using a suitable generator (for example, rolling a die).

    "1975, Gregory Chaitin, "Randomness and Mathematical Proof", Scientific American, (232), May 1975, pp. 47–52, reprinted in Information, Randomness & Incompleteness: Papers on Algorithmic Information Theory Tossing a coin is a classical procedure for producing a random number .... Tossing a coin 20 times can produce any one of 2²⁰ ... binary series, and each of them has exactly the same probability."

  4. 4
    A pseudorandom number.

    "The generation of random numbers is too important to be left to chance."

Example

More examples

"1975, Gregory Chaitin, "Randomness and Mathematical Proof", Scientific American, (232), May 1975, pp. 47–52, reprinted in Information, Randomness & Incompleteness: Papers on Algorithmic Information Theory Tossing a coin is a classical procedure for producing a random number .... Tossing a coin 20 times can produce any one of 2²⁰ ... binary series, and each of them has exactly the same probability."