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topology     
相关语句
  拓扑
     On the Curvature、Topology and M(?)bius Characterization of Riemannian Manifold
     黎曼流形的曲率、拓扑与M(?)bius特性研究
短句来源
     Research of Theory and Application about Topology Optimization of Continuum Structure
     连续体结构拓扑优化理论与应用研究
短句来源
     Research on Topology and Modulation Method for Hybrid Multilevel Inverter
     混合多电平逆变器拓扑及其市制方法研究
短句来源
     Local Topology Information Based MAC and Routing Algorithms for Ad Hoc Networks
     Ad Hoc网络中基于局部拓扑信息的MAC协议与路由算法研究
短句来源
     Topology Optimization of Structure and Compliant Mechanisms
     结构与柔性机构拓扑优化
短句来源
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  拓扑结构
     The study of topology of genetic material relative to chronic myeloid leukemia in interphase nucleous
     间期核内与慢粒相关的遗传物质拓扑结构的研究
短句来源
     Research on Novel Topology and Control Strategy of Cascaded Multilevel Inverters
     级联型多电平逆变器的新型拓扑结构与控制方法研究
短句来源
     Research on Topology Management and QoS in Wireless Ad Hoc Networks Based on Location Information and Topological Construction Analysis
     基于位置信息和拓扑结构分析的无线Ad Hoc网络拓扑管理和QoS研究
短句来源
     Research on the Life Characteristic of Internet Macroscopic Topology
     Internet宏观拓扑结构的生命特征研究
短句来源
     THE TOPOLOGY OF MANIFOLD M_8 OF THE GENERAL THREE-BODY PROBLEM
     一般三体问题流形M_8的拓扑结构
短句来源
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  拓扑学
     Main Theorem of L-Fuzzy Topology
     L—Fuzzy拓扑学的主要定理
短句来源
     Whether M_3→M_1, is one of the most difficult classic problems in general topology, which still remains open.
     至于是否M_3→M_1是一般拓扑学中最困难的经典性问题之一,至今尚未解决。
短句来源
     Applications of Topology to Domain Theory
     拓扑学在Domain理论中的应用
短句来源
     DNA bending and DNA topology
     DNA的弯曲及其拓扑学
短句来源
     By using valuation theorem and Sperner lemma in topology,a result having a close relation with Stein's conjecture is obtained,that is, for any special polygon P , there are a family of special polygons { P n|n ∈N} such that lim n→∞P n=P , lim h→∞A(P n)=A(P) ,and P n can not be cut into an odd number of triangles of equal areas.
     利用赋值理论及拓扑学中的 Sperner引理 ,得到了与 Stein猜想密切相关的结论 ,即对于任意的特殊多边形 P,必存在特殊多边形簇 {Pn|n∈ N},使得 limn→∞ Pn=P,limn→∞ A(Pn) =A(P) ,并且 Pn 不能划分为奇数个面积相等的三角形
短句来源
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  拓扑的
     DC/DC topology classification and selection criterion
     DC/DC拓扑的分类和选择标准
短句来源
     Compactness of lawson topology in continuous dcpo
     连续dcpo上lawson拓扑的紧性
短句来源
     In comparison dierolf topology F(μ)with K(X,X′) topology
     关于Dierolf拓扑F(μ)与K(X,X′)拓扑的比较
短句来源
     Simulation model of Cuk topology based on simulink
     Cuk拓扑的Simulink仿真模型
短句来源
     P2P System Model with Topology of Physical Network
     基于物理网络拓扑的P2P系统模型
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  topology
Here we provide certain conditions (more general than those in [Ka1]) which guarantee preservation of the topology under a modification.
      
For every n >amp;gt; 4, an action of degree n - 2 appears in the classification whose quotient topology is not Hausdorff.
      
This allows us to approximate in the weak-* topology continuous measures by Riesz-type products.
      
The main result of this paper is that the core of the game is not compact under the norm topology unless the game itself is a measure.
      
In this paper, it is proved that if λ and μ are β-spaces and λβ and μβ have also the signed-weak gliding hump property, then for any polar topology τ, ((λ, μ), τ) is always sequentially complete locally convex topological algebra.
      
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It is well Known that if X11s (i = 1, 2, …… ) are Banach spaces, the product space X = X1, with the norm given by, it a Fre'chet space. Actually this product is a topoloqical product. It scemsnatural to axtend this con cept to the product of spaces withont any restriction imposed on "denu- merability". In this note the product of an aggregate of Banach spacet that are locally con vex is discussed, andsome fundamental properties of this product space are derived for the cases of strong and weak topology....

It is well Known that if X11s (i = 1, 2, …… ) are Banach spaces, the product space X = X1, with the norm given by, it a Fre'chet space. Actually this product is a topoloqical product. It scemsnatural to axtend this con cept to the product of spaces withont any restriction imposed on "denu- merability". In this note the product of an aggregate of Banach spacet that are locally con vex is discussed, andsome fundamental properties of this product space are derived for the cases of strong and weak topology.

在通常的泛函分析理论中,讨论了Banach空间的一般理论。但对无限个Banach空间的乘积,却还没有发展出相应的一般理论。本文引入广义范数的概念作为描述收敛性的工具,企图讨论乘积拓扑下的无限个Banach空间乘积的一些基本事实。 为了讨论的方便,关于乘积空间和半序空间,我们采用[1],[2]两书的符号和术语。 我们所处理的乘积空间一般不假定是可数多个。对可数个的情况,虽然可推出更多的结果,但因 这种空间可化成普通的准赋范空间,所以不必另加讨论。

Let (?)((?)) be a set, each element of which is an invariant linear differential operator of finite order under the analytic automorphisms of the classical domain (?). In this paper the following results are obtained:1. If (?)=(?)Ⅰ,(?)Ⅱ, (?)Ⅲ or (?)Ⅳ then a system of generators of the set (?)((?)Ⅰ), (?)((?)Ⅱ), (?)((?)Ⅲ) or (?)((?)Ⅳ) is given respectively△Ⅰj(Z)=σj[(Ⅰ-ZZ)az(Ⅰ-Z'Z)a'z](j=1,2,…,m;Z ∈ (?)Ⅰ),△Ⅱj(Z)=σj[(Ⅰ-ZZaz(Ⅰ-ZZ)az] (j=1,2,…ρ;Z ∈ (?)Ⅱ),△Ⅲj(Z)=σj[(Ⅰ+ZZ)az(Ⅰ+ZZ)az](j=1,2,…,[q/2]; Z ∈(?)Ⅲ), orwhere...

Let (?)((?)) be a set, each element of which is an invariant linear differential operator of finite order under the analytic automorphisms of the classical domain (?). In this paper the following results are obtained:1. If (?)=(?)Ⅰ,(?)Ⅱ, (?)Ⅲ or (?)Ⅳ then a system of generators of the set (?)((?)Ⅰ), (?)((?)Ⅱ), (?)((?)Ⅲ) or (?)((?)Ⅳ) is given respectively△Ⅰj(Z)=σj[(Ⅰ-ZZ)az(Ⅰ-Z'Z)a'z](j=1,2,…,m;Z ∈ (?)Ⅰ),△Ⅱj(Z)=σj[(Ⅰ-ZZaz(Ⅰ-ZZ)az] (j=1,2,…ρ;Z ∈ (?)Ⅱ),△Ⅲj(Z)=σj[(Ⅰ+ZZ)az(Ⅰ+ZZ)az](j=1,2,…,[q/2]; Z ∈(?)Ⅲ), orwhere <σjA denotes the sura of all the j×j principal minors of a matrix A.2. It (?) is the topology product of the classical domains (?)1,(?)2,…(?)3 i.e.,(?)=(?)1×(?)1×…×(?)3, then a system of generators of the set (?)((?)1×(?)2×…×(?)3) can be obtained explicitly by the same method used in this paper.

本文主要给出典型域的,在其运动群Γ下不变的、有限阶的、线性微分算子集合()的一组基.

This paper proves precisely the existence of the first fixed point by the aid of topology, and using H. Hopf's idea which proved the index of a positively oriented closed trajectory is unity, we have proved precisely and simply the existence of second fixed point.

本文用拓扑原理严格证明了第一个不动点的存在性,并利用H.Hopf证明正定向闭轨线的指标为1的思想严格而又简单地证明了第二个不动点的存在性。

 
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