permutational

[pərˌmyo͞otāSH(ə)nəl]

permutational Definition

relating to or involving permutation, which is the act of arranging a set of elements in a particular order or sequence.

Using permutational: Examples

Take a moment to familiarize yourself with how "permutational" can be used in various situations through the following examples!

  • Example

    The permutational possibilities of the Rubik's cube are endless.

  • Example

    Permutational analysis is a common technique in cryptography.

  • Example

    The permutational symmetry of the crystal structure was studied in detail.

permutational Synonyms and Antonyms

Phrases with permutational

  • a mathematical group that describes the symmetry of a set of objects under permutations

    Example

    The permutational group of the Rubik's cube has over 43 quintillion possible permutations.

  • a statistical test used to compare two or more groups by measuring the differences in their permutation distributions

    Example

    The permutational test showed that there was a significant difference between the two treatment groups.

  • a measure of the randomness or disorder of a system based on the number of possible permutations

    Example

    The permutational entropy of a shuffled deck of cards is much higher than that of an ordered deck.

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Summary: permutational in Brief

The term 'permutational' [pərˌmyo͞otāSH(ə)nəl] refers to the act of arranging a set of elements in a particular order or sequence, often used in mathematical and statistical contexts. Examples include the permutational possibilities of the Rubik's cube, permutational analysis in cryptography, and permutational symmetry in crystal structures.