commutative algebra
名词 n.
英文释义
名词 n.
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The branch of algebra concerned with commutative rings and objects related to them (such as ideals and modules).
— The subject of these notes is a part of commutative algebra, and is also closely related to certain topics in algebraic number theory and algebraic geometry.
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Any algebra (mathematical structure) in which the multiplication operation is commutative.
— Theorem. If the complex of the linearly independent numbers of the form #92;zetaa-a#92;zeta be deleted from an algebra, the remaining numbers form a commutative algebra.
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