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1)  complete type series
完备型序列
1.
In this paper,we define the complete type series and study some properties of it.
本文定义了完备型序列,讨论了完备型序列的一些性质。
2)  perfect sequences
完备序列
1.
Based on perfect sequences and unitary matrices,Matsufuji and Torii et al.
最近Matsufuji和Torii等人分别提出了由酉矩阵和完备序列构造零相关区序列集的方法。
2.
Based on perfect sequences and unitary matrices,this paper constructs a kind of hexa-phase ZCZ sequence and also improved the method,finally analyzes their correlation functions.
本文在最近提出的利用完备序列和酉矩阵构造 ZCZ 序列的基础上,构造了一六相的 ZCZ 序列,并将构造方法进行了扩展,并对其相关特性进行了分析。
3)  sequentially complete
序列完备
1.
A generalization of Caristi s fixed point theorem in sequentially complete local convex space is given.
给出序列完备局部凸空间中的Caristi不动点定理,并证明该定理与A。
2.
The mainresults are :Theorem 1 Let X be sequentially complete and f: Ω→X weakly holomoaphic.
讨论了向量值全纯函数各种定义的等价性,主要结果有定理1设X是序列完备的,f:Ω→X是弱全纯的,则f:Ω→X_β是强全纯的,从而f:Ω→X是强全纯的。
3.
The notion of sequentially convex compactness property for locally convex separated spaces is introduced in this paper,and the conclusion that sequentially complete spaces have sequentially convex compactness property is released.
在局部凸分离空间中提出了列凸紧性的概念,给出了序列完备的空间一定具有列紧性的结论。
4)  completion of the weak sequence
弱序列完备
1.
Provides the conditions for the monotonicity of a sort of Banach lattice space norm and its local uniform monotonicity and further proves that the space is the sufficient and necessary condition for the completion of the weak sequence.
给出了一类 Banach格空间范数的单调性及局部一致单调性的条件 ,进一步得到了该空间是弱序列完备的充要条件。
5)  sequential completeness
序列完备性
6)  complete complementary codes
完备互补序列
1.
Analysis of anti-multipath interference performance of modifiedcomplete complementary codes in CDMA system;
基于修正完备互补序列CDMA系统的抗多径干扰性能分析
补充资料:动脉-动脉分流型双胎阻断序列征


动脉-动脉分流型双胎阻断序列征


  在早期如果双胎中一个胎儿的动脉压大于另一个,动脉压低者接受另一胎儿的血。用过的动脉血又注入髂血管,故注入下身的血多于上身。结果造成许多已形成和正在形成的组织发育阻断,退化而致形态发生不全成为畸形。常失去的组织有头部、心脏、上肢、肺脏、胰脏、上部肠。阻断破坏重者只留下一些残余组织,如无定形双胎,有轻有重,几乎无一例相同。供血的胎儿心脏大,代偿失调,继发肝功能异常,低血色素贫血,水肿,有时如水泡样。
  
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