Add to ORKGAbstract We consider the wetting transition in the framework of an effective interface model of gradient type, in dimension 2 and higher. We prove pathwise estimates show-ing that the interface is localized in the whole thermodynamically-defined partial wetting regime considered in earlier works. Moreover, we study how the interface delocalizes as the wetting transition is approached. Our main tool is reflection positivity in the form of the chessboard estimate
We study the evolution of the interface for the one-dimensional voter model. We show that if the ran...
We have investigated gradient models, one of them was a model with double-well potential and the oth...
New results concerning the statistics of, in particular, p random walkers on a line whose paths do n...
We consider the wetting transition in the framework of an effective interface model of gradient type...
We prove existence of a wetting transition for two classes of gradient fields which include: (1) The...
AbstractWe prove existence of a wetting transition for two classes of gradient fields which include:...
We consider an interface above an attractive hard wall in the complete wetting regime, and submitted...
The effect of thermal fluctuations near a contact line of a liquid interface partially wetting an im...
The study of effective interface models has been quite active recently, with a particular emphasis o...
The study of effective interface models has been quite active recently, with a particular emphasis o...
Abstract. The intermediate fluctuation regime for wetting transitions is studied for (1 + 1)-dimensi...
The goal of this paper is twofold. First, assuming strict convexity of the surface tension, we deriv...
The kinetics of interfacial roughening, and its effect on the complete wetting of a substrate, are s...
A model is introduced to simulate irreversible wetting in a two-dimensional lattice system in which ...
In this work, we use effective interface models in low dimensions to study wetting transitions of a ...
We study the evolution of the interface for the one-dimensional voter model. We show that if the ran...
We have investigated gradient models, one of them was a model with double-well potential and the oth...
New results concerning the statistics of, in particular, p random walkers on a line whose paths do n...
We consider the wetting transition in the framework of an effective interface model of gradient type...
We prove existence of a wetting transition for two classes of gradient fields which include: (1) The...
AbstractWe prove existence of a wetting transition for two classes of gradient fields which include:...
We consider an interface above an attractive hard wall in the complete wetting regime, and submitted...
The effect of thermal fluctuations near a contact line of a liquid interface partially wetting an im...
The study of effective interface models has been quite active recently, with a particular emphasis o...
The study of effective interface models has been quite active recently, with a particular emphasis o...
Abstract. The intermediate fluctuation regime for wetting transitions is studied for (1 + 1)-dimensi...
The goal of this paper is twofold. First, assuming strict convexity of the surface tension, we deriv...
The kinetics of interfacial roughening, and its effect on the complete wetting of a substrate, are s...
A model is introduced to simulate irreversible wetting in a two-dimensional lattice system in which ...
In this work, we use effective interface models in low dimensions to study wetting transitions of a ...
We study the evolution of the interface for the one-dimensional voter model. We show that if the ran...
We have investigated gradient models, one of them was a model with double-well potential and the oth...
New results concerning the statistics of, in particular, p random walkers on a line whose paths do n...