3 citations · 3 across the 3 of their papers we have counts for
9 papers
Branching Brownian motion with self repulsion
Anton Bovier, Lisa Hartung
We consider a model of branching Brownian motion with self repulsion. Self-repulsion is introduced via change of measure that penalises particles spending time in an $\e$-neighbour…
Extremes of the 2d scale-inhomogeneous discrete Gaussian free field: Extremal process in the weakly correlated regime
Maximilian Fels, Lisa Hartung
We prove convergence of the full extremal process of the two-dimensional scale-inhomogeneous discrete Gaussian free field in the weak correlation regime. The scale-inhomogeneous di…
Extremes of the 2d scale-inhomogeneous discrete Gaussian free field: Convergence of the maximum in the regime of weak correlations
Maximilian Fels, Lisa Hartung
We continue the study of the maximum of the scale-inhomogeneous discrete Gaussian free field in dimension two. In this paper, we consider the regime of weak correlations and prove…
High points of a random model of the Riemann-zeta function and Gaussian multiplicative chaos
Louis-Pierre Arguin, Lisa Hartung, Nicola Kistler
We study the total mass of high points in a random model for the Riemann-Zeta function. We consider the same model as in [8], [2], and build on the convergence to 'Gaussian' multip…
Dynamic phase diagram of the REM
Véronique Gayrard, Lisa Hartung
By studying the two-time overlap correlation function, we give a comprehensive analysis of the phase diagram of the Random Hopping Dynamics of the Random Energy Model (REM) on time…
Decorated Random Walk Restricted to Stay Below a Curve (Supplement Material)
Aser Cortines, Lisa Hartung, Oren Louidor
We consider a one dimensional random-walk-like process, whose steps are centered Gaussians with variances which are determined according to the sequence of arrivals of a Poisson pr…