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- Ceiba insignis (Kunth) Gibbs et Semir. 美丽异木棉
- semireal semirings 半实半环
- 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。
- An zero element and identity element can be adjoined to a number of the class of semirings. 这些半环均可添加零元素和幺元素，且添加后均是分配伪格。
- This paper deals with orthodox semirings whose additive idempotents satisfy permutation identities. 本文主要研究加法幂等元满足置换等式的纯整半环。
- In this paper, we mainly study extensions of partial order and finitely totally order for partially ordered semirings, and obtain some new results. 本文主要研究了偏序半环的偏序扩张和有限全序扩张，并得到了一些新的结果。
- Congruences on some quasi-completely regular semirings have been studied,it has shown theses congruences can be characterized by their additive semigroups. 研究了某些拟完全正则半环上的同余;并通过它们的加法半群刻画出了相应的结构.
- This paper deals with orthodox semirings whose additive idempotents satisfy permutation identities. A structure theorem for such semirings is established. 本文主要研究加法幂等元满足置换等式的纯整半环.;对于这类半环;建立了一个结构定理
- In 2000, Andreas Bartels and Semir Zeki of University College, London, located the areas of the brain activated by romantic love. “引人注意的是，结果显示，”两位学者推断说，“美丽的面容是通过控制一个有限区域的大脑皮层来实现‘一顾倾人城，再顾倾人国’的。”
- Bosnian explorer Semir Osmanagic is convinced he has found Europe's first pyramids which he says are a new world wonder dating back to ancient times. 波士尼亚探险家西米尔?欧斯曼纳吉克确信自己发现欧洲第一批金字塔,称它们为溯到远古的新世界奇观。
- A strong distributive lattice of quotient semirings 商半环的强分配格
- Study of regular Semirings in Terms of Ideal 正则半环在理想方面的研究
- a strong distributive lattice of semirings 半环的强分配格
- strong distributive lattice of semirings 半环的强分配格
- Ring Congruences on A Strong Distributive Lattice of Semirings 半环的强分配格上的环同余
- The Construction of Generated Fuzzy Ideal in Semirings 半环中生成模糊理想的构造
- Semirings Whose Multiplicative Reduct is Rectangular Group 乘法半群为矩形群的半环
- ANK OF MATRICES OVER SEMIRINGS AND INVERTIBLE CONDITIONS FOR MATRICES OVER INCLINES 半环上矩阵的秩和坡上矩阵可逆的条件
- The Classification of Some Congruence-Simple Finite Semirings with Commutative and Idempotent Addition 关于加法交换幂等的同余单有限半环的分类
- love, Semir Zeki and John Paul Romaya of University College London reported Tuesday. 人们常说：“爱恨只在一线间”，现在科学家找到了其中的原因。
