64 citations · 170 across the 5 of their papers we have counts for
5 papers
Extended Vicsek fractals: Laplacian spectra and their applications
Maxim Dolgushev, Hongxiao Liu, Zhongzhi Zhang
Extended Vicsek fractals (EVF) are the structures constructed by introducing linear spacers into traditional Vicsek fractals. Here we study the Laplacian spectra of the EVF. In par…
Dynamics of "comb-of-comb" networks
Hongxiao Liu, Yuan Lin, Maxim Dolgushev +1
The dynamics of complex networks, being a current hot topic of many scientific fields, is often coded through the corresponding Laplacian matrix. The spectrum of this matrix carrie…
Laplacian spectra of recursive treelike small-world polymer networks: Analytical solutions and applications
Hongxiao Liu, Zhongzhi Zhang
A central issue in the study of polymer physics is to understand the relation between the geometrical properties of macromolecules and various dynamics, most of which are encoded i…
The Number of Spanning Trees of an Infinite Family of Outerplanar, Small-World and Self-Similar Graphs
Francesc Comellas, Alicia Miralles, Hongxiao Liu +1
In this paper we give an exact analytical expression for the number of spanning trees of an infinite family of outerplanar, small-world and self-similar graphs. This number is an i…
Enumeration of spanning trees in a pseudofractal scale-free web
Zhongzhi Zhang, Hongxiao Liu, Bin Wu +1
Spanning trees are an important quantity characterizing the reliability of a network, however, explicitly determining the number of spanning trees in networks is a theoretical chal…