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- Title
Critical exponents and the universality class of a minesweeper percolation model.
- Authors
Qing, Yuqi; You, Wen-Long; Liu, Maoxin
- Abstract
We introduce a minesweeper percolation model, in which the system configuration is obtained via an automatic minesweeper process. For a variety of candidate networks with different lattice configurations, our process gives rise to a second-order phase transition. Using Monte Carlo simulation, we identify the critical points implied by giant components. A set of critical exponents are extracted to characterize the nature of the minesweeper percolation transition. The determined universality class shows a clear difference from the traditional percolation transition. A proper mine density of the minesweeper game should be set around the critical density.
- Subjects
CRITICAL exponents; PERCOLATION; MONTE Carlo method; PHASE transitions; PERCOLATION theory
- Publication
International Journal of Modern Physics C: Computational Physics & Physical Computation, 2020, Vol 31, Issue 09, pN.PAG
- ISSN
0129-1831
- Publication type
Article
- DOI
10.1142/S0129183120501296