Peter Moerters

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Common Coauthors
Commonly Cited References
Action Title Year Authors # of times referenced
+ PDF Chat Sur La Saucisse De Wiener et les Points Multiples du Mouvement Brownien 1986 Jean‐François Le Gall
2
+ Scaling Limits of Interacting Particle Systems 1999 C. Kipnis
Cláudio Landim
1
+ PDF Chat Random walks with strongly inhomogeneous rates and singular diffusions: convergence, localization and aging in one dimension 2002 Luiz Renato Fontes
Marco Isopi
Charles M. Newman
1
+ PDF Chat Generalized Ornstein-Uhlenbeck Processes and Infinite Particle Branching Brownian Motions 1978 Richard A. Holley
Daniel W. Stroock
1
+ PDF Chat Critical dimension for a model of branching in a random medium 1985 Donald A. Dawson
Klaus Fleischmann
1
+ Aging of spherical spin glasses 2001 Gérard Ben Arous
Amir Dembo
Alice Guionnet
1
+ PDF Chat Strong clumping of super-Brownian motion in a stable catalytic medium 2002 Donald A. Dawson
Klaus Fleischmann
Peter Mörters
1
+ PDF Chat Foundations of Modern Probability 2021 Olav Kallenberg
1
+ PDF Chat Brownian intersection local times: Upper tail asymptotics and thick points 2002 Wolfgang König
Peter Mörters
1
+ PDF Chat Nonlinear response of the trap model in the aging regime: Exact results in the strong-disorder limit 2004 Cécile Monthus
1
+ Kac’s moment formula and the Feynman–Kac formula for additive functionals of a Markov process 1999 P. J. Fitzsimmons
Jim Pitman
1
+ On Spatially Homogeneous Branching Processes in a Random Environment 1983 Donald A. Dawson
Klaus Fleischmann
1
+ Dynamics of trap models 2006 Gérard Ben Arous
Jǐŕı Černý
1
+ Convergence of Probability Measures 1970 James L. Snell
1
+ Measure-valued Markov processes 1993 Donald A. Dawson
1
+ Glauber Dynamics of the Random Energy Model 2003 Anton Bovier
V�ronique Gayrard
G�rard Ben Arous
1
+ Ageing in the parabolic Anderson model 2009 Peter Mörters
Marcel Ortgiese
Nadia Sidorova
1
+ Catalytic and Mutually Catalytic Super-Brownian Motions 2002 Donald A. Dawson
Klaus Fleischmann
1
+ PDF Chat Exponential asymptotics and law of the iterated logarithm for intersection local times of random walks 2004 Xia Chen
1