We describe the analytic solution of a Potts-correlated-site/random-bond percolation model which exhibits a first-order percolative transition at the Potts critical point. The subject is discussed in connection with the droplet theory in lattice spin models
AbstractWe study a natural dependent percolation model introduced by Häggström. Consider subcritical...
Percolation is the study of connected structures in disordered networks. As edges are randomly and i...
We studied in this thesis the critical behaviours of percolation and directed percolation models usi...
Fortunato S, Satz H. Cluster percolation and first order phase transitions in the Potts model. NUCLE...
I present recent progress in understanding abrupt connectivity transitions, i.e. percolation-type mo...
We study the two-dimensional Potts model on the square lattice in the presence of quenched random-bo...
The q-state Potts model can be formulated in geometric terms, with Fortuin-Kasteleyn (FK) clusters a...
We analyze the properties of the q-state ferromagnetic Potts model for real q. The nature of the pha...
We analyze the properties of the q-state ferromagnetic Potts model for real q. The nature of the pha...
A Potts correlated polychromatic percolation is studied. The clusters are made of sites correspondin...
A Potts correlated polychromatic percolation is studied. The clusters are made of sites correspondin...
The effect of quenched impurities on systems undergoing first-order phase transitions is studied wit...
Percolation plays an important role in fields and phenomena as diverse as the study of social networ...
Recently, a class of Potts models with “invisible” states was introduced, for which the authors argu...
In this thesis we study various problems in dependent percolation theory. In the first part of this ...
AbstractWe study a natural dependent percolation model introduced by Häggström. Consider subcritical...
Percolation is the study of connected structures in disordered networks. As edges are randomly and i...
We studied in this thesis the critical behaviours of percolation and directed percolation models usi...
Fortunato S, Satz H. Cluster percolation and first order phase transitions in the Potts model. NUCLE...
I present recent progress in understanding abrupt connectivity transitions, i.e. percolation-type mo...
We study the two-dimensional Potts model on the square lattice in the presence of quenched random-bo...
The q-state Potts model can be formulated in geometric terms, with Fortuin-Kasteleyn (FK) clusters a...
We analyze the properties of the q-state ferromagnetic Potts model for real q. The nature of the pha...
We analyze the properties of the q-state ferromagnetic Potts model for real q. The nature of the pha...
A Potts correlated polychromatic percolation is studied. The clusters are made of sites correspondin...
A Potts correlated polychromatic percolation is studied. The clusters are made of sites correspondin...
The effect of quenched impurities on systems undergoing first-order phase transitions is studied wit...
Percolation plays an important role in fields and phenomena as diverse as the study of social networ...
Recently, a class of Potts models with “invisible” states was introduced, for which the authors argu...
In this thesis we study various problems in dependent percolation theory. In the first part of this ...
AbstractWe study a natural dependent percolation model introduced by Häggström. Consider subcritical...
Percolation is the study of connected structures in disordered networks. As edges are randomly and i...
We studied in this thesis the critical behaviours of percolation and directed percolation models usi...
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