作为网络拓扑控制研究的重点：网络覆盖度和连通度对网络耗能的影响十分重大。
As the focus of network topology control, coverage and connectivity have a great effect on the energy consumption of the network.
拉普拉斯矩阵对研究图论之所以重要，是因为可以用其特征值来估计图的诸多不变量，如连通度、直径、带宽等等。
The study of Laplacian matrix is important for graphs 'study because we can estimate many invariants of g, such as connectedness, diameter, bandwidth.
分析了边界节点对网络连通度的影响。
The effect on the connectivity by the boundary nodes is discussed at last.
应用推荐