所要求的局部连通性条件可以用基于局部管理的分布式方式进行检测和维护。
The condition of local-connectivity can be detected and maintained in a distributed manner based on localized management.
本文基于局部连通性网络容错模型设计了高效的单播、广播和并行容错路由算法。
We develop efficient unicast, broadcast and parallel routing algorithms on locally connected hypercube networks.
同时证明了新提出的两个局部弱连通性概念分别是原有的两个局部连通性概念的扩展。
In addition, it is proved that the two kinds of algorithms based on local weak-connectivity concepts are extensions of the algorithms based on the two kinds of local connectivity concepts.
在最近由它们导入的关于子基的连通性基础上，给出了关于子基的局部连通性概念，并研究它的性质，得到一般拓扑学中局部连通性的一种推广。
We introduce and study connectedness relative to a subbase for the topology, and obtain their some properties, which generalize connectedness in a general topology.
该算法利用网络中所有节点的局部信息保持网络的连通性，同时，利用最短路径算法计算链接权值的大小来进行拓扑结构的调整。
The algorithm maintains network connectivity only based on locally collected information and adjusts the topology structure according to the shortest-path algorithm by calculating the link weight.
结果模拟结果符合肿瘤微血管网的基本形态特征，同时具有完整的循环系统、局部可调控性、网络连通性、较好的平滑度等。
Results the simulated results are consistent with the characteristics of real tumor microvasculature, which show intact circulation, local adjustability, high network connectivity and smooth degree.
讨论了赋予局部有限拓扑的非空闭子集超空间的连通性，还引入了一个对讨论局部有限超拓扑有用的基数函数，称为离散度。
The connectedness of the non-empty closed subsets hyperspace with locally finite topology is discussed and a cardinal function called discrete degree is introduced.
证明了皱褶立方体的单连通性与一致局部单连通性。
We prove that the crumpled cube is simply-connected and uniformly locally simply-connected.
本文首先研究了K -连通性，然后研究了局部K -连通性，最后讨论了局部K -连通性、K -连通性、紧性之间的关系。
In this paper, we first study K-Connectedness. Then we study local K-Connectedness. Finally, we study the relationship of local K-Connectedness with the compactness and K-Connectedness.
本文首先研究了K -连通性，然后研究了局部K -连通性，最后讨论了局部K -连通性、K -连通性、紧性之间的关系。
In this paper, we first study K-Connectedness. Then we study local K-Connectedness. Finally, we study the relationship of local K-Connectedness with the compactness and K-Connectedness.
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