1)  Pointcut
连接点集合
2)  joint
连接
1.
The Resinul Stress In Ceramic-metal Joint;
陶瓷—金属连接中的残余应力
2.
On steel structural high-strength bolt jointing construction;
钢结构高强螺栓连接施工
3.
The paper introduces extrusion joint technology for sleeve of ribbed reinforcing steel bar such as definition,application scope,main advantage,matters to be attended to in course of construction and some requirements on quality.
介绍了带肋钢筋套筒挤压连接技术的定义、适用范围、主要优点、施工中的主要注意事项、质量检查要求。
3)  joining
连接
1.
Technique of joining of C_f/SiC composite via preceramic silicone polysilazane and joining properties;
陶瓷先驱体聚硅氮烷连接C_f/SiC工艺及连接性能
2.
Application and joining of bulk metallic glass;
块体非晶合金的应用与连接
3.
Residual stress in graded interlayer of MoSi_2/316L stainless steel joining;
MoSi_2/不锈钢连接梯度过渡层的残余应力
4)  connection
连接
1.
The Connection Type of Model ARWS Automayic Forging Roll with Heating Hurnace & Main Forging Machine;
ARWS型自动辊锻机与加热炉、模锻主机的连接方式
2.
Development in experimental research on semi-rigid connection frames(Ⅱ);
半刚性连接框架的试验研究进展(Ⅱ)
3.
Brief analysis of stressed quality for steel framework beam-posts in connection;
浅析钢框架梁柱连接的受力性能
5)  bonding
连接
1.
Transient liquid phase bonding of TiAl and Inconel 718;
TiAl/IN718合金过渡液相连接
2.
Superplastic diffusion bonding of Ni based alloy/γ-TiAl based alloy;
Ni基合金/γ-TiAl基合金的超塑扩散连接
3.
Superplastic forming and diffusion bonding of laser surface melted TiAl intermetallic alloy;
γ-TiAl基合金的表面激光处理及超塑性扩散连接
6)  link
连接
1.
Solving the Problems about “Arc Link the Known Circle and Knownline" in Geometry Intersection-tangency Software Package and Implement it in C Language;
软件包中“圆弧连接已知圆和直线”问题的处理及C语言实现
2.
Algorithm of frequent item sets clustering based on link;
基于连接的频繁集聚类算法
3.
How to Link the Coded Access Database in Visual Basic 6.0;
如何在Visual Basic 6.0中连接加密的Access数据库
参考词条
补充资料:集合的极限点


集合的极限点
limit point of a set

  集合的极限点[恤‘t州Ot ofaset;nPe床月I.a四”,以M“0狱ecT8a],拓扑空间中的 拓扑空间(toPolO目司sPace)的一点,其每个邻域至少含有该集合中与之相异的一点.一个集合如果含有它所有的极限点,就称为闭的(Cl璐ed).集合M的所有极限点的集合称为M的导集,记为M’.若拓扑空间x满足第一分离公理(SePara石on毯石om)(对于其中任何两点x和y,存在x的一个邻域U(x),不含有y),则集合M Cx的极限点的任何邻域均含有集合M的无限多个点,而导集M,是闭集.集M的任何邻近点(proxinute point)或者是它的一个极限点,或者是它的一个孤立点(切城团point).嘿n默件尝览纂豪蔽~tion网)(的
  
说明:补充资料仅用于学习参考,请勿用于其它任何用途。