We consider confinement properties of families of non-colliding Brownian bridges above a hard wall, which are subject to geometrically growing self-potentials of tilted area type. The model is introduced in order to mimic level lines of 2 + 1 discrete Solid-On-Solid random interfaces above a hard wall.
Caputo, P., Ioffe, D., Wachtel, V. (2019). Confinement of brownian polymers under geometric area tilts. ELECTRONIC JOURNAL OF PROBABILITY, 24(0) [10.1214/19-EJP283].
Confinement of brownian polymers under geometric area tilts
Caputo P.;
2019-01-01
Abstract
We consider confinement properties of families of non-colliding Brownian bridges above a hard wall, which are subject to geometrically growing self-potentials of tilted area type. The model is introduced in order to mimic level lines of 2 + 1 discrete Solid-On-Solid random interfaces above a hard wall.File in questo prodotto:
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