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The average degree of

Let (m_{i} = frac{{sum_{isim j} {d_{j} } }}{{d_{i} }}) be the average degree of the neighbours of (v_{i}) in G and (m_{i}^ = frac{{sum_{isim j} {d_{j}^{{d_{i}^) be the average out-degree of the out-neighbours of (v_{i}) in (overrightarrow{G}).

The degree correlation, which is characterized by analyzing the average degree of nearest neighbors k nn, i [ 23], is defined by (2) k n n, i = 1 k i ∑ j a i j k j.

average degree of arabinose substitution.

The average degree of ankle equinus 34 degrees (34 degrees of plantarflexion) before surgery corrected to +7 degrees (7 degrees of dorsiflexion) after treatment.

Therefore, the average degree of sensor nodes is decreased.

Let d be the average degree of the node.

The average degree of each node is 24.

Let denote the average degree of a node in.

In this study, the average degree of ankle equinus preoperatively was 60.4 degrees.

Figure 1 displays degree distribution and the average degree of the nodes in each gene set.

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