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20012026
most citedPrinciples of seed banks: complexity emerging from dormancy

117 citations · 561 across the 64 of their papers we have counts for

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Showing 2013Show all

10 papers · 1 filter

math.PR2013

A quenched large deviation principle in a continuous scenario

Matthias Birkner, Frank den Hollander

We prove the analogue for continuous space-time of the quenched LDP derived in Birkner, Greven and den Hollander (2010) for discrete space-time. In particular, we consider a random…

math.PR2013★ 17 cited

Gibbs-non-Gibbs dynamical transitions for mean-field interacting Brownian motions

Frank den Hollander, Frank Redig, Willem van Zuijlen

We consider a system of real-valued spins interacting with each other through a mean-field Hamiltonian that depends on the empirical magnetization of the spins via a general potent…

math-ph2013★ 11 cited

Variational description of Gibbs-non-Gibbs dynamical transitions for spin-flip systems with a Kac-type interaction

Roberto Fernández, Frank den Hollander, Julián Martínez

We continue our study of Gibbs-non-Gibbs dynamical transitions. In the present paper we consider a system of Ising spins on a large discrete torus with a Kac-type interaction subje…

math.PR2013

Phase diagram for a copolymer in a micro-emulsion

Frank den Hollander, Nicolas Pétrélis

In this paper we study a model describing a copolymer in a micro-emulsion. The copolymer consists of a random concatenation of hydrophobic and hydrophilic monomers, the micro-emuls…

math.PR2013★ 1 cited

Berman-Konsowa principle for reversible Markov jump processes

F. den Hollander, S. Jansen

In this paper we prove a version of the Berman-Konsowa principle for reversible Markov jump processes on Polish spaces. The Berman-Konsowa principle provides a variational formula…

math.PR2013★ 3 cited

A general smoothing inequality for disordered polymers

Francesco Caravenna, Frank den Hollander

This note sharpens the smoothing inequality of Giacomin and Toninelli for disordered polymers. This inequality is shown to be valid for any disorder distribution with locally finit…

math.PR2013

Random walk in a high density dynamic random environment

Frank den Hollander, Harry Kesten, Vladas Sidoravicius

The goal of this note is to prove a law of large numbers for the empirical speed of a green particle that performs a random walk on top of a field of red particles which themselves…

math.PR2013

Heat content and inradius for regions with a Brownian boundary

M. van den Berg, E. Boltausen, F. den Hollander

In this paper we consider , Brownian motion of time length , in -dimensional Euclidean space and on the -dimensional torus . We com…

math.PR2013

The parabolic Anderson model in a dynamic random environment: space-time ergodicity for the quenched Lyapunov exponent

Dirk Erhard, Frank den Hollander, Gregory Maillard

We continue our study of the parabolic Anderson equation , , , where is the diffusion con…

math.PR2013

Large deviation principles for words drawn from correlated letter sequences

Frank den Hollander, Julien Poisat

When an i.i.d.\ sequence of letters is cut into words according to i.i.d.\ renewal times, an i.i.d.\ sequence of words is obtained. In the \emph{annealed} LDP (large deviation prin…