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1)  torsion class
扭类
1.
A critical connection between torsion and semi simple classes of lattice ordered groups, viz Galois connection is developed and, using it, the existence of polar torsion class is studied and one of its expressions is given as well, so that the elemental theorems of torsion class of lattice ordered groups are extended.
建立了格序群扭类与半单类之间的一种重要联系Galois联络 ,利用这种联系研究了极扭类的存在性并且给出了极扭类的一种表示 ,推广了格序群扭类的基本定理 。
2.
A new torsion class E which satisfies AED is constructed by means of essential subgroups.
利用本质子群构造了一种新的扭类E满足A E D ,并对扭类E的结构进行了研究。
3.
:Some properties on the torsion classes B_n and B_w in this paper are studied and results in paper [1] are so improved. At the same time, a sufficience and necessity of the equivalence of compactly generated l-groups is set up under non-Abelian condition
本文研究扭类B_n与B_w的性质,改进文献[1]中的部分结果。
2)  torsionfree class
扭自由类
3)  strophomenoids
扭月贝类
1.
The most important morphological transformations characterising the divergence of strophomenoids f.
内蒙古乌海市以南约25km的桌子山地区中奥陶世(earlylateArenig)三道坎组底部产一种原始的扭月贝类腕足动物,经笔者鉴定,为中华西方贝(新种)(Hesperiniasinensissp。
4)  polar torsion classes
极扭类
1.
The paper also obtains some necessary and sufficient conditions for polar torsion classes and gives the relationship among polar torsion classes, primary torsion classes and minimal torsion classes.
本文还给出了一个扭类是极扭类的几个充分必要条件,并得到了格序群的极扭类、准素扭类和极小扭类之间的关
5)  torsionclass B
扭类B
6)  Complete torsion class
完备扭类
补充资料:藓类二色扭叶藓(Trachypus bicolor)




藓类  二色扭叶藓(Trachypus bicolor)  
                                     吴鹏程提供
  [图]图

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