1) the affine Weyl group
仿射Wey1群
2) wey group
Wey1群
3) affine Weyl group
仿射Weyl群
1.
In this paper we count the number of the left cells in the two sided cells of type A 5 1 with a value 5 in the affine Weyl group W of type B～ n ,and work out when n≥9 it contains only one two sided cell,noted as Ω,which contains 512 left cells when n=9 ,and contains (1/120) ( n 5-5n 4+25n 3+5n 2+94n+120 ) left cells when n≥10 .
描述了n 型仿射Weyl群W的a值为 5的一类特殊双边胞腔中左胞腔的个数 ,并计算出当n≥ 9时 ,这样的双边胞腔仅有 1个 ,记为Ω ,其中n =9时 ,含 5 12 =2 9个左胞腔 ;当n≥ 10时 ,含有 (1/ 12 0 ) (n5- 5n4+2 5n3+5n2 +94n +12 0 )个左胞腔 。
2.
In this paper we describe explicitly the number of left cells in some special two-sided cells with a-value 5 in the affine Weyl group of D～ n.
通过对D～n 型仿射Weyl群W中a值为 5的一类特殊双边胞腔的左胞腔的描述 ,计算出当n =10时 ,这样的双边胞腔有两个 ,记为Ω1,Ω2 。
3.
The numbers of left cells with α-value 5 in the affine Weyl group of type D～n was determined.
描述了■n型仿射Weyl群W的a值为5的一类特殊左胞腔的个数,并计算出当n≥5时,这样的左胞腔含有6n2-14n+12个左胞腔。
4) Affine group
仿射群
1.
The G-Affine group on the Lie group H is a Lie group,so it has the characteristics of the Lie group.
由于李群H上的G-仿射群是一个李群,所以它具有李群的性质。
2.
Let AGL_n(F_q) be the affine group of degree n over F_q, F any orbit of flates under (AGL_n(F_q).
设AG(n,Fq)是Fq上的n维仿射空间,而AG(n,Fq)=AG(n,Fq)∪{ },AGLn(Fq)是Fq上的n次仿射群。
3.
In this paper, the phase space of generalized Hamilton system- Poisson manifold is studied, the Poisson structure and affine group are generalized and applied.
本文以广义Hamilton系统的相空间—Poisson流形作为研究对象，并对Poisson结构及仿射群进行了拓展和应用。
5) affine subgroup
仿射子群
1.
This paper introduces an affine subgroup with its scale parameter being s-adic discreted,and provides the subgroup with a left invariant measure to derive the admissible condition on s-adic wavelet transform.
通过引入R上的尺度参数S -进离散的仿射子群R+s ×R ,并给出该群上的左不变测度 ,给出了L2 (R)上S -进小波变换的允许条件 ,及S -进小波的对偶小波。
6) Affine semigroup
仿射半群
补充资料：仿射
仿射
affinity
仿射!确nity;呻中Ifu盯er] 仿射变换陌币ne transfo瓜atlon)的简称定义为非退化线性代换 二A派丰“
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参考词条