Zhiqian Wang

collaborators

2 papers

math.CO2020

Asymptotic values of four Laplacian-type energies for matrices with degree-distance-based entries of random graphs

Xueliang Li, Yiyang Li, Zhiqian Wang

Let $f (D (i, j), d_{i}, d_{j})$ be a real function symmetric in $i$ and $j$ with the property that $f (d, (1 + o (1)) n p, (1 + o (1)) n p) = (1 + o (1)) f (d, n p, n p)$ for $d = 1, 2$ . Let $G$ be a graph, $…

math.CO2020

The asymptotic value of energy for matrices with degree-distance-based entries of random graphs

Xueliang Li, Yiyang Li, Zhiqian Wang

For a graph $G = (V, E)$ and $i, j \in V$ , denote the distance between $i$ and $j$ in $G$ by $D (i, j)$ and the degrees of $i$ , $j$ by $d_{i}$ , $d_{j}$ , respectively. Let $f(D(i, j), d_{i}…