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Zerner, Martin - Mathematisches Institut, Universität Tübingen
Lyapounov Exponents and Quenched Large Deviations for Multidimensional Random Walk in Random Environment
ON THE SPEED OF A PLANAR RANDOM WALK AVOIDING ITS PAST CONVEX HULL
The Annals of Probability 2006, Vol. 34, No. 3, 821856
A ZERO-ONE LAW FOR PLANAR RANDOM WALKS IN RANDOM ENVIRONMENT
Fakultat fur Mathematik und Physik Der Vorsitzende des Diplom-
INTEGRABILITY OF INFINITE WEIGHTED SUMS OF HEAVY-TAILED I.I.D. RANDOM VARIABLES
MULTIEXCITED RANDOM WALKS ON INTEGERS By Martin P.W. Zerner
MULTI-EXCITED RANDOM WALKS ON INTEGERS By Martin P.W. Zerner
ON THE SPEED OF A PLANAR RANDOM WALK AVOIDING ITS PAST CONVEX HULL
LYAPUNOV EXPONENTS OF GREEN'S FUNCTIONS FOR RANDOM POTENTIALS TENDING TO ZERO
Amtliche Bekanntmachungen Herausgegeben von der Zentralen Verwaltung
