Let G be a connected graph, its quasi-Laplacian matrix is Q (G) =D (G) +A (G), where D (G) is the diagonal matrix of its vertex degrees and A (G) is its adjacency matrix.

 
  • 摘要對于連通圖G,矩陣Q(G)=D(G)+A(G)稱(chēng)為圖G的擬拉普拉斯矩陣,其中D(G)為圖的度對角矩陣,A(G)為圖的鄰接矩陣。
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