使用路径长度数组的图族表征

Pardeep Kumar, Sanjay Arora
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引用次数: 0

摘要

基于距离的图族定义网络中节点或边之间的距离被称为两个节点或边之间的最短路径大小。特定边的度数定义为环绕该顶点的三角形的总数。节点e序列的长度级别series()是节点的数量,而不是从v开始的长度为I的顶点,其中()= 0(),1(),…,()()。在这里,利用他们的距离范围序列,他们已经涵盖了总圆的创建和分类,极其奇怪和现在偶数维的循环,以及完整的PPI网络2。此外,有些发现确实提供了方法。
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Graph Family Characterization using the Path Length Array
Distance-based definition of graph families the range in between nodes or sides here on network is known as the shortest route size between both two nodes or sides. The degree of a specific edge is defined as the total number pf triangles that surround that apex. The node e sequence's length level series () is the quantity of nodes but rather vertices at a length I from v, where () = 0(), 1(),…,()(). Here, utilizing their distance extent sequence, they have covered the creation and classification of total circles, cycles of extremely weird and now even dimensions, and complete PPI network 2. In addition, some of the findings have really been provided with methodologies.
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