Tobias Wassmer

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20132015

most citedAging of the Metropolis dynamics on the Random Energy Model

1 citations · 1 across the 2 of their papers we have counts for

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math.PR2015★ 1 cited

Aging of the Metropolis dynamics on the Random Energy Model

Jiří Černý, Tobias Wassmer

We study the Metropolis dynamics of the simplest mean-field spin glass model, the Random Energy Model. We show that this dynamics exhibits aging by showing that the properly rescal…

math.PR2014

Randomly trapped random walks on $Z^{d}$

Jiří Černý, Tobias Wassmer

We give a complete classification of scaling limits of randomly trapped random walks and associated clock processes on $Z^{d}$ , $d \geq 2$ . Namely, under the hypothesis that th…

math.PR2013

Phase transition for the vacant set left by random walk on the giant component of a random graph

Tobias Wassmer

We study the simple random walk on the giant component of a supercritical Erdős-Rényi random graph on $n$ vertices, in particular the so-called vacant set at level $u$ , the complem…

Aging of the Metropolis dynamics on the Random Energy Model

Randomly trapped random walks on Zd

Phase transition for the vacant set left by random walk on the giant component of a random graph

Randomly trapped random walks on $Z^{d}$