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Publications:
Note: Unless otherwise stated, these are not final versions but
only preprints.
Final published versions differ. The copyright of the final versions has been
assigned to the respective journal or publisher.
Stochastic Geometry
- (M. Zerner) Interpolation percolation.
Electr. J. Prob. Vol. 16 (2011), paper 33, 981-1000.
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Random Walk in Random Potential
-
Self-Interacting Random Walks
- (E. Kosygina, M. Zerner) Positively and negatively excited
random walks on integers, with branching processes.
Electr. J. Prob.
(2008) vol. 13, paper no. 64,
pp. 1952-1979
- (M. Zerner) Recurrence and transience of excited random walks on Z^d and strips.
Elect. Comm. in Probab. (2006) vol. 11, paper no. 12, 118 - 128
- (M. Zerner) Multi-excited random walks on integers.
Probab. Theory Related Fields (2005) 133, 98-122
Postscript (536 KByte),
PDF (235 KByte)
- (M. Zerner) On the speed of a planar random walk avoiding its past convex hull.
Ann. de l'IHP, Prob. et
Stat. (2005) 41, 887-900
Postscript (438 KByte),
PDF (178 KByte)
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Random Walk in Random Environment (RWRE)
- (M. Zerner) The zero-one law for planar random walks in i.i.d. random environments revisited.
Elect. Comm. in Probab. (2007) vol. 12, paper no. 32, 326-335
- (M.Bramson,
O. Zeitouni , M.Zerner) Shortest spanning trees
and
a counterexample for random walks in random environments.
Ann. Probab. (2006) 34, No. 3, 821-856
PDF
- (M. Zerner) A non-ballistic law of large numbers
for random walks in i.i.d. random environment.
Elect. Comm. in Probab. (2002) vol. 7, paper no. 19, 191-197
- (M. Zerner, F. Merkl ) A zero-one law for planar random walks in random environment.
Ann. Probab.
(2001) 29, No.4, 1716 - 1732
(Project Euclid)
Postscript (427 KByte) ,
PDF (292 KByte)
- (M. Zerner) Velocity and Lyapounov exponents of
some random walks in random environment.
Ann. de l'IHP, Prob. et
Stat. (2000) 36, No. 6, 737 - 748
PDF (223 KByte)
- ( A.-S. Sznitman ,
M. Zerner)
A law of large numbers for random
walks in random environment.
Ann. Probab.
(1999) 27, No. 4, 1851 - 1869
(Project Euclid)
- (M. Zerner) Lyapounov exponents and quenched large deviations for
multidimensional random walk in random environment.
Ann. Probab.
(1998) 26, No. 4, 1446 - 1476
(Project Euclid)
Postscript (1229 KByte)
Coagulation-Fragmentation
Heavy tails
-
Fractals
- (M. Zerner) Weak separation properties for self-similar sets.
Proc. Amer. Math. Soc. (1996) 124, 3529 - 3539
Original Article (PDF)
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