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commutative algebra

noun

(mathematics) The branch of algebra concerned with commutative rings and objects related to them (such as ideals and modules).

Commutative algebra is a branch of mathematics that studies commutative rings.

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commutative ring

noun

(algebra, ring theory) A ring whose multiplicative operation is commutative.

A commutative ring is a mathematical structure that satisfies the properties of addition, multiplication, and distributivity.

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counter-commute

noun

A trip that goes in the opposite direction of most commuters' travel direction.

I have a counter-commute every day.

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counter-commute

verb

To travel in the opposite direction to most commuters; to perform a counter-commute.

I counter-commute to work every day.

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counter-commuting

verb

present participle of counter-commute

She enjoys counter-commuting to work every day.

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counter-commuted

verb

simple past tense and past participle of counter-commute

He counter-commuted to work every day.

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commutative rings

noun

plural of commutative ring

Commutative rings are an important concept in abstract algebra.

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commutative justices

noun

plural of commutative justice

The commutative justices are responsible for ensuring fairness and equality in legal proceedings.

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commutative algebras

noun

plural of commutative algebra

Commutative algebras are widely studied in mathematics.

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counter-commutes

noun

plural of counter-commute

Counter-commutes are common in big cities where people live in the suburbs and work in the city.

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