Localization and delocalization of random interfaces
By Y. Velenik. 2005
136 citations recorded by the source corpus.
The study of effective interface models has been quite active recently, with a particular emphasis on the effect of various external potentials (wall, pinning potential, ...) leading to localization/delocalization transitions. I review some of the results that have been obtained. In particular, I discuss pinning by a local potential, entropic repulsion and the (pre)wetting transition, both for models with continuous and discrete heights. This text is based on lecture notes for a mini-course given during the workshop "Topics in Random Interfaces and Directed Polymers" held in Leipzig, September 12-17 2005.
Subfields: Condensed Matter Physics, Materials Chemistry, Mathematical Physics
View Paper: https://www.semanticscholar.org/paper/8cb5972a84ab21dc897106b114655b1ec8cfc277
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In Condensed Matter Physics
In Materials Chemistry
In Mathematical Physics
Citations in the corpus
- MATHEMATICAL STATISTICAL MECHANICS (2006, unknown): “(A review of the gradient measures, and further intriguing results, can be found in Funaki [38], Velenik [68] or Sheffield [60].”
- Invariance principles for random walks conditioned to stay positive (2006, background): “The second application we present is in the context of random walk models for polymers and interfaces (see [22] and [28] for an overview).”
- Recent progress on the Random Conductance Model (2011, background): “The reviews by Giacomin [64], Velenik [132], Funaki [55] and Sheffield [122] give more information and further connections.”