规则可以用于交换和非交换代数。
Rules can also be used for commutative and noncommutative algebra.
规则可以用于交换和非交换代数。 。
Ruless can also be used for commutative and noncommutative algebra.
研究了代数闭域上三维交换代数的分类。
In this paper, we discuss the classification of 3-dimensionally commutative algebras on algebraically closed field.
本课程可以和18.705交换代数一起学习。
The course may be taken concurrently with 18.705, Commutative Algebra.
分式环和分式模以及与之相关的局部化方法是交换代数中一个重要工具。
The fractional ring(module)and the interrelated localization method are the important tools for commutative algebra.
模的理论是现代数学中越来越重要的工具，它统一了许多数学结构，也是研究交换代数的基本工具。
The theory of modules is increasingly important in modern mathematics. It unifies many mathematical structures, and is the basic tools in commutative algebra.
模的理论是现代数学中越来越重要的工具，它统一了许多数学结构，也是研究交换代数的基本工具。
The theory of modules is increasingly important in modern mathematics. It unifies many mathematical structures, and is the basic tools in commutative algebra.
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