Yvan Velenik
Published 2003-07-03Version 1
We consider an interface above an attractive hard wall in the complete wetting regime, and submitted to the action of an external increasing, convex potential, and study its delocalization as the intensity of this potential vanishes. Our main motivation is the analysis of critical prewetting, which corresponds to the choice of a linear external potential. We also present partial results on critical prewetting in the two dimensional Ising model, as well as a few (weak) results on pathwise estimates for the pure wetting problem for effective interface models.
Journal: Probab. Theory Relat. Fields, Vol. 129, Nr. 2 (2004) , p. 83--112
Entropic repulsion of 3D Ising interfaces conditioned to stay above a floor
Absence of superconcentration for the free energy in the mixed $p$-spin models with external field
Entropic repulsion for the Gaussian free field conditioned on disconnection by level-sets
![QR code for arXiv:math/0307043 [math.PR]](http://oss.arxitics.com/images/favicon.svg)