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commutative ADJ

commutative

commutative MATH
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commutative MATH
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commutative contract ECON

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Monolingual examples (not verified by PONS Editors)

English
In contemporary usage, a field is always commutative.
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A commutative superalgebra is one which satisfies a graded version of commutativity.
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This has resulted in several radicals generalizing the commutative case in distinct ways.
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The natural sum is associative and commutative: it is always greater or equal to the usual sum, but it may be greater.
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Note that this group is not commutative, that is, for some values of "j" and "k", "d" ("j", "k") "d" ("k", "j").
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The presence of this commutative operator algebra plays a significant role in the harmonic analysis of modular forms and generalisations.
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A fuzzy sphere differs from an ordinary sphere because the algebra of functions on it is not commutative.
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The general theory of abstract algebra allows an addition operation to be any associative and commutative operation on a set.
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However, for matrices over a more general ring that are "not" commutative, such as the quaternions, they may not be equal.
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The star product is not commutative in general, but goes over to the ordinary commutative product of functions in the limit of.
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