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Fronts in branching random walk in random environment

Research Project
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01.09.2019

The goal of the project is to undertand the fluctuations of the front of the branching random walk in random environment, in particular in higher dimensions, and to undertand the connections to other models of interest, like FKPP equation and Parabolic-Anderson model.

Collaborations & Cooperations

2022 - Participation or Organization of Collaborations on an international level
Drewitz, Alexander, Prof., Universität zu Köln, Research cooperation

Publications

Černý, Jiří, Drewitz, Alexander and Schmitz, Lars (2023) ‘(UN-)BOUNDED TRANSITION FRONTS FOR THE PARABOLIC ANDERSON MODEL AND THE RANDOMIZED F-KPP EQUATION’, Annals of Applied Probability, 33(3), pp. 2342–2373. Available at: https://doi.org/10.1214/22-AAP1869.

URLs
URLs

Members (2)

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Jiří Černý

Principal Investigator
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Pascal Amadeus Oswald

Co-Investigator