|
Let {s~∨s~,y_0} be the union of two circles s~,s~ with common tangent point y_0.By defining a finite 'point sequence' to each closed path in {s~∨s~,y_0},a new proof was given to the non-commutativity of the fundamental group π_(s~∨s~,0). |
中文意思: 设{s∨s,y0}为具有公共切点y0的两个圆s、s的并集,通过对s∨s中的每一个闭路径定义一个“点列”,给出基本群π(s∨s,y0)非交换性的一个新的证明. |
以下为相关句子列表(点击查看,可以看对应的解释):
|
|
Let Suzhou's Water Flows Briskly
|
|
|
让“苏州水”舞动起来——苏州节水型城市建设纪实 |
|
Let Transition Period Pass Sooner
|
|
|
“让转轨时期早些过去”——与中国美国商会主席孟克文谈中国履行WTO承诺与转轨时期政府的作用 |
|
Let Us Kindle the Candlelight
|
|
|
让我们一起拨亮烛光(英文) |
|
Let X_,X_,…,X_n denote i.i.
|
|
|
让 x_,x_,…,x_n 为 i.i. |
|
Let f:(X,A)→(X,A)be map of a pair of compact polyhedra,then the relative Nielsen numbers N~(n) (f;X,A) and NI~(n) (f;X,A)are defined in[]. In this paper,we will give the estimations and computations of the Nielsen number N~(n) (f;X,A).
|
|
|
设f:(X,A)→(X,A)为紧多面体对映射,则高阶相对Nielsen数N~(n)(f;X,A)与NI~(n)(f;X,A)已在[]中定义,本文在此基础上,给出相对Nielsen数NI~(n)(f;X,A)的估计与计算. |
|
Let {s~∨s~,y_0} be the union of two circles s~,s~ with common tangent point y_0.By defining a finite 'point sequence' to each closed path in {s~∨s~,y_0},a new proof was given to the non-commutativity of the fundamental group π_(s~∨s~,0).
|
|
|
设{s∨s,y0}为具有公共切点y0的两个圆s、s的并集,通过对s∨s中的每一个闭路径定义一个“点列”,给出基本群π(s∨s,y0)非交换性的一个新的证明. |
|
Lethal effect on annelid by He-He laser irradiation witn low power
|
|
|
低功率氦氖激光对蠕虫的致死作用 |
|
Letting Students be the Hosts in Study
|
|
|
让学生成为学习的主人 |
|
Letting The FPGA Take The Strain
|
|
|
采用FPGA解决通信接口问题 |
|
Letting Z be integer number ring and A whose normal form is D=VAU=diag(d,d,dq,0,0),this paper obtains an integral solution set to linear Diophantine equation system by means of normal form of matrix A.
|
|
|
借助Z上矩阵A∈Mm×n(Z)的标准形式D=VAU=diag(d,d,…,dq,0,…,0),得到了整环上不定方程组AX=B的通解公式以及矩阵初等变换法. |
|
Leucaena Psyllia,Heteropsylla cubana Crawford,is the most important pest on leucaena and it threatenes the leucaena production in Asia-pacific area in recently years.
|
|
|
近年来,银合欢异木虱(HeteropsyllaCrawford)已成为亚太地区银合欢生产中一种最重要的害虫。 |
|
|
|