1) Topology-weighted
告警序列拓扑加权
2) topological sequence
拓扑序列
1.
Activity on vertex network(AOV network)can present orders of all sub_-engineerings of one engineering,use topotogical sort algorithm to work out the linear sequence of all sub_-engineerings called topological sequence.
以顶点表示活动的网络(AOV网)可用来表示整个工程中各个子工程的先后次序制约关系,利用拓扑排序算法能求得子工程的线性序列———拓扑序列。
3) topological weighting
拓扑加权
4) Alarm sequence
告警序列
1.
Rich pattern knowledge regarding network behavior is hidden behind alarm sequence, when pattern knowledge is discovered and utilized, network fault management will be more intelligent.
网络告警序列中隐含着丰富的关于网络自身行为特征的模式知识,对其进行有效挖掘和利用将显著提高网络故障管理智能化程度。
5) topological sequence entropy
拓扑序列熵
1.
(X,T) is topo-null if (X,T) has zero topological sequence entropy.
如果系统(X,T)具有零拓扑序列熵,则它称为拓扑-null的。
2.
In this paper,the commutativity on topological sequence entropy of graph maps is discussed.
主要研究图上连续自映射拓扑序列熵的可交换性,证明了对任意无界的正整数递增序列A=(a_i)_(i=1)~∞和任意的连续图映射f,g都有h_A(fog)=h_A(gof)。
3.
The topological sequence entropy of entA(f) is not entirely defined the property,due to increasing the positive integer sequence of the A={ai}∞i=1.
ent(f),对于由递增的正整数序列A={ai}i∞=1所确定的en tA(f)的拓扑序列熵不完全具有此类性质。
6) topological order sequence
拓扑有序序列
1.
It takes the precondition in courses in altitude academy as directed acyclic graph and takes the problem of selecting course as searching topological order sequence in directed acyclic graph.
提出了有向图顶点拓扑有序序列的概念 ,给出了有向图存在拓扑有序序列的充要条件 。
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