Stationary states and spatial patterning in the cellular automaton SEIS epidemiology model

J Ilnytskyi, P Pikuta, H Ilnytskyi - Physica A: Statistical Mechanics and its …, 2018 - Elsevier
We report computer simulation studies of the SEIS cellular automaton epidemiology model
which takes into account explicitly the incubation period of the infection by considering …

[HTML][HTML] Bridges in the random-cluster model

EM Elçi, M Weigel, NG Fytas - Nuclear Physics B, 2016 - Elsevier
The random-cluster model, a correlated bond percolation model, unifies a range of important
models of statistical mechanics in one description, including independent bond percolation …

Maximizing circular tiles on fractals: A first step to optimization in fractals

C García-Miguel, J San Martín - Fractals, 2021 - World Scientific
Fractal covering with non-overlapping circular tiles follows a power law, when the circular
tiles cover a preset mass of the fractal and their centers are chosen randomly and …

Scaling and Fractality in Fragmentation and Comminution: Applications to Drilling and Wear

A Carpinteri - Fracture and Complexity: One Century since Griffith's …, 2021 - Springer
Scaling and Fractality in Fragmentation and Comminution: Applications to Drilling and Wear |
SpringerLink Skip to main content Advertisement SpringerLink Account Menu Find a journal …

Optimización en fractales

MC García-Miguel Fernández - 2022 - oa.upm.es
En esta tesis buscamos cuál es la distribución de las teselas distribuidas aleatoriamente
sobre un fractal, ya sea que las teselas sean de radio fjo o contengan una masa dada del …

[PDF][PDF] Algorithmic and geometric aspects of the random-cluster model

E Elci - 2015 - ermeel86.github.io
In this thesis we investigate the geometric and algorithmic aspects of the random-cluster
model, a correlated bond percolation model of great importance in the field of mathematics …

[PDF][PDF] Phase transitions of some discrete models in statistical mechanics

Z Zhou - 2016 - scholar.archive.org
Probably the simplest way to introduce phase transitions is to define the percolation model
(Broadbent and Hammersley, 1957; Grimmett, 1999; Stau↵ er and Aharony, 2003; Bollobás …