commutative algebra
短语词形变化
释义与例句
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1.
The branch of algebra concerned with commutative rings and objects related to them (such as ideals and modules).
可数 不可数 数学2003, Ragnar-Olaf Buchweitz, Morita contexts, idempotents, and Hochschild cohomology — with applications to invariant rings, Luchezar L. Avramov, Marcel Morales, Marc Chardin, Claudia Polini (editors), Commutative Algebra: Interactions with Algebraic Geometry: International Conference, American Mathematical Society, page 27, It is not until section 7 that we deal with commutative algebra proper, whereas the sections leading up to it should be seen as advocacy that excursions into noncommutative algebra can help to shed light on problems in commutative algebra.
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2.
Any algebra (mathematical structure) in which the multiplication operation is commutative.
可数 不可数 数学