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- The Least Distributive Lattice Congruence on Commutative Distributive Semiring 交换分配半环上的最小分配格同余
- distributive semiring 分配半环
- Ceiba insignis (Kunth) Gibbs et Semir. 美丽异木棉
- Some equivalent statements are obtained concerning a semiring becoming a distributive lattice. 给出了该类半环成为分配格的几个等价命题。
- Results Some equivalent statements are obtained concerning a semiring becoming a distributive lattice. 结果给出了该类半环成为分配格的几个等价命题。
- Aim In order to prove a semiring whose additive reduct is a semilattice and multiplicative reduct is a inverse semigroup to be a distributive lattice. 摘要目的求证加法导出是半格、乘法导出是逆半群的半环成为分配格的充要条件。
- Each and "either" are distributive words. “each”和“either”是个体词。
- Distributive Integrated Model of Virtual Reality. 分布式虚拟现实系统集成模型研究。
- Any, each and both are distributive pronouns. Any,each,both均为个别代名词。
- Which one below can use the distributive property? 下面那道题能用乘法分配律计算?
- The concept and the universal property of fractional semiring are given. 给出了分式半环的概念和泛性质.
- It is said that the server, Tecent, and Semir had deleted the advertisement . 据说,腾迅和森马不再播放那个广告了。
- Wider range temperature and 3D temperature field distribut... 正反熔宽模拟计算结果与实际的结果吻合。
- Food Packaging, Meat &Poultry. It is an importer, distribut ... 阿联酋公司求购食品包装,畜禽肉产品2008-03-21
- Remote sensing imaging features seem clearly distribut of linear. 遥感影像特征十分明显,呈线性展布。
- Letting F be a semifield,a kind of matrix semiring FN is defined and some important properties of FN are discussed. 设F是半域,在F上定义一类矩阵半环FN,讨论了FN的一些重要性质。
- This distributive judgement is a value judgement-a matter of ethics, not facts. 分配评价是一种价值判断--一种涉及伦理道德的问题而不是涉及是否符合事实的问题。
- Letting F be a semifield, a kind of matrix semiring F(subscript N) is defined and some important properties of F(subscript N) are discussed. 摘要设F是半域,在F上定义一类矩阵半环F(下标N),讨论了F(下标N)的一些重要性质。
- The distributive rules of chlorine ion in concrete column were also discussed. 同时还探讨了混凝土柱中氯离子分布的规律。
- We discussed the relation between commutative semiring and fractional s emiring,then we characterized the universal property of fractional semiring. 讨论了交换半环与其分式半环之间的关系,刻划了分式半环的泛性质。