no zero divisors 无零因子环
zero-divisors-cup-length 零除子卡积长度
non-zero divisors rings 非零因子环
zero divisors and ideals 零因子和理想
ring with no zero divisors 非零因子环
commutative rings with zero divisors 零因子环
divisors of zero 零因子
Firstly, idempotent and nilpotent elements and zero divisors of balanced t-norm are researched. Their investigative methods are similar to the ones which are used to investigate the properties of semigroup.
所以类似于半群性质的研究,我们可以讨论平衡三角范数的幂等元、幂零元和零因子。
参考来源 - 平衡三角范数与平衡模糊关系方程的研究·2,447,543篇论文数据，部分数据来源于NoteExpress
以上来源于: WordNet
Our result is Theorem 1 Let R be a ring such that zero divisors commute. Then R is nonsingular if and only if R is semiprime.
我们的结果是定理1 设R 是零因子可换环，那末R 是非奇异的当且仅当R 是半素的。
The linear operators that strongly preserve invertible matrices over some antinegative commutative semirings with no zero divisors were characterized.
刻画了在非负无零因子交换半环上强保持可逆矩阵的线性算子。
The structures of a kind of algebras which contain left zero-divisors are characterized, and the problem advanced in Wu Pinshan's work ls solved.
刻划了一类含左零因子的代数的结构，解决了己有文献提出的问题。
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