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What is another word for commutative?

Pronunciation: [kˈɒmjuːtətˌɪv] (IPA)

Commutative is a concept used in mathematics to describe a situation where a mathematical operation can be performed regardless of the order of the operands. Synonyms for commutative include interchangeable, reversible, switchable, and permutation. The term associative is also sometimes used interchangeably with commutative, though it has a slightly different meaning in mathematical contexts. Some other related terms include distributive, which refers to a related property of mathematical operations, and invertible, which is used to describe a situation where an operation can be undone or reversed. Understanding these different terms can be helpful in navigating the complex world of mathematical concepts and operations.
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Synonyms for Commutative:

What are the hypernyms for Commutative?

A hypernym is a word with a broad meaning that encompasses more specific words called hyponyms.

What are the opposite words for commutative?

Commutative refers to the mathematical property where the order of operands does not affect the outcome of an operation. The antonyms of commutative are non-commutative or anti-commutative, which denote the opposite property, where the order of operands does matter. Non-commutative is used in areas such as algebra, where the order of multiplication cannot be changed. In contrast, anti-commutative refers to operations in which switching the order produces the inverse result; an example is the cross product in vector calculus. Whether the property of commutativity holds or not, it can have important implications in seemingly unrelated fields such as chemistry and physics.

What are the antonyms for Commutative?

Usage examples for Commutative

In my former address to this General Court I mentioned the duty required by the Constitution, frequently to revise the laws, and amend such of them as may still be necessary to secure the lives, liberty and property of the citizens-The importance of civil commutative justice and the good policy of making adequate compensations to those who administer well -and the great advantages of cherishing the interests of literature and the sciences, and all seminaries of them among the body of the people.
"The Original Writings of Samuel Adams, Volume 4"
Samuel Adams
This, he says, is an axiom of justice as well as of mathematics; and he asks whether there is not a true coincidence between commutative and distributive justice, and arithmetical and geometrical proportion.
"Letters to Sir William Windham and Mr. Pope"
Lord Bolingbroke

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