1) asymptotic population
饱和种群
2) saturated formation
饱和群系
1.
According to the theory of formations,some sufficient conditions of saturated formation containing the class of all finite supersolvable groups are got,and some known theorems are generalized.
利用极小子群的弱c-正规性刻画了有限群的结构,得到了有限超可解群的若干充分条件;从群系理论出发,得到了包含超可解群类的饱和群系的充分条件,并推广了一些已知结果。
2.
In this paper,it gets the following results by using the weakly s-permutabilities of subgroups of finite groups: 1) Let F be a saturated formation containing U,H a soluble normal subgroup of G.
利用子群的弱s-置换性得出下列结果:1)设F是包含超可解群系U的饱和群系,H为G的可解正规子群。
3.
Moreover,that the class of Γ k-πn groups is a saturated formation is proved and its local definition is given.
并对其做了进一步探讨，证明了Γｋ－πｎ群类构成—饱和群系，给出了它的局部定义组。
3) species saturation
种饱和度
5) community and population
群落和种群
6) Population and community composition
种群和群落组成
补充资料：种群增长率(见种群出生率)
种群增长率(见种群出生率)
种群增长率见种群出生率。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条