31 citations · 59 across the 17 of their papers we have counts for
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math.PR2021★ 2 cited
Maxima of a Random Model of the Riemann Zeta Function over Intervals of Varying Length
Louis-Pierre Arguin, Guillaume Dubach, Lisa Hartung
We consider a model of the Riemann zeta function on the critical axis and study its maximum over intervals of length , where is either fixed or tends to zero at a s…
math.PR2021
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…
math.PR2021
Refined Large Deviation Principle for Branching Brownian Motion Conditioned to Have a Low Maximum
Yanjia Bai, Lisa Hartung
Conditioning a branching Brownian motion to have an atypically low maximum leads to a suppression of the branching mechanism. In this note, we consider a branching Brownian motion…