Permute Meaning: Definition, Examples, and Translations
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permute
[pərˈmjuːt ]
Definitions
mathematics, computation
To permute means to change the order or arrangement of elements in a set. In mathematics, it often refers specifically to the arrangement of the members of a finite set into a sequence or linear order.
Synonyms
Examples of usage
- We can permute the letters of the word 'dog'.
- The algorithm is designed to permute the data efficiently.
- In combinatorics, we study how many ways we can permute a group of objects.
general use
Permute can also refer to any kind of rearrangement or alteration in order. This can apply to various scenarios beyond strict mathematical definitions.
Synonyms
Examples of usage
- They decided to permute the seating arrangement at the dinner.
- You can permute the files in any order you prefer.
- The dancers will permute their formations throughout the performance.
Translations
To see the translation, please select a language from the options available.
Origin of 'permute'
The word 'permute' originates from the late 19th century, derived from the Latin word 'permutare', which combines 'per-' (meaning 'through') and 'mutare' (meaning 'to change'). The term was adopted into English primarily within the mathematical context of arranging elements. Over time, its usage has expanded to include various forms of rearrangement in different fields. The formal definition of permute in mathematics deals with the ways to arrange members of a set in a sequence, leading to its significance in combinatorial mathematics, computer science, and statistics. Its evolution reflects the broader application of mathematical principles in diverse areas, highlighting its relevance beyond mere numbers to include varied aspects of arrangement and organization.