172 citations · 470 across the 11 of their papers we have counts for
11 papers
Explosive percolation in finite dimensions
Ming Li, Junfeng Wang, Youjin Deng
Explosive percolation (EP) has received significant research attention due to its rich and anomalous phenomena near criticality. In our recent study [Phys. Rev. Lett. 130, 147101 (…
Explosive Percolation Obeys Standard Finite-Size Scaling in an Event-based Ensemble
Ming Li, Junfeng Wang, Youjin Deng
Explosive percolation in the Achlioptas process, which has attracted much research attention, is known to exhibit a rich variety of critical phenomena that are anomalous from the p…
Multiple and Asymmetric Scalings in Explosive Percolation
Ming Li, Junfeng Wang, Youjin Deng
Explosive percolation in the Achlioptas process has recently attracted much research attention. From extensive simulations in an event-based ensemble, we find that, in dimensions f…
Percolation thresholds of randomly rotating patchy particles on Archimedean lattices
Quancheng Wang, Zhenfang He, Junfeng Wang +1
We study the percolation of randomly rotating patchy particles on Archimedean lattices in two dimensions. Each vertex of the lattice is occupied by a particle, and in each mod…
Critical polynomials in the nonplanar and continuum percolation models
Wenhui Xu, Junfeng Wang, Hao Hu +1
Exact or precise thresholds have been intensively studied since the introduction of the percolation model. Recently the critical polynomial was introduced for plan…
Geometric properties of the Fortuin-Kasteleyn representation of the Ising model
Pengcheng Hou, Sheng Fang, Junfeng Wang +2
We present a Monte Carlo study of the Fortuin-Kasteleyn (FK) clusters of the Ising model on the square (2D) and simple-cubic (3D) lattices. The wrapping probability, a dimensionles…
Critical percolation clusters in seven dimensions and on a complete graph
Wei Huang, Pengcheng Hou, Junfeng Wang +2
We study critical bond percolation on a seven-dimensional (7D) hypercubic lattice with periodic boundary conditions and on the complete graph (CG) of finite volume . We numerica…
Simultaneous analysis of three-dimensional percolation models
Xiao Xu, Junfeng Wang, Jian-Ping Lv +1
We simulate the bond and site percolation models on several three-dimensional lattices, including the diamond, body-centered cubic, and face-centered cubic lattices. As on the simp…
Geometric structure of percolation clusters
Xiao Xu, Junfeng Wang, Zongzheng Zhou +2
We investigate the geometric properties of percolation clusters, by studying square-lattice bond percolation on the torus. We show that the density of bridges and nonbridges both t…
Bond and Site Percolation in Three Dimensions
Junfeng Wang, Zongzheng Zhou, Wei Zhang +2
We simulate the bond and site percolation models on a simple-cubic lattice with linear sizes up to L=512, and estimate the percolation thresholds to be $p_c ({\rm bond})=0.248\,811…
High-precision Monte Carlo study of directed percolation in (d+1) dimensions
Junfeng Wang, Zongzheng Zhou, Qingquan Liu +2
We present a Monte Carlo study of the bond and site directed (oriented) percolation models in dimensions on simple-cubic and body-centered-cubic lattices, with $2 \leq d \l…