Documents de
synthse/Memoirs
L. Serlet.
Quelques proprits du super-mouvement brownien. Thse de doctorat de
l'Universit Paris 6, 1994.
L. Serlet. Contributions
lՎtude du serpent brownien et applications au super-mouvement brownien.
Document de synthse pour lHDR, 2004.
L. Serlet . Some
dimension results for super-Brownian motion. Probab. Th. Relat. Fields 101, 371-391, 1995.
L. Serlet . On
the Hausdorff measure of multiple points and collision points of super-Brownian motion. Stochastics
and stochastic Reports 54, 169-198, 1995.
L. Serlet . The occupation measure of super
Brownian motion conditioned to
nonextinction. Journal of Th. Probab. 9 (3),
561-578,1996.
L. Serlet . A large deviation principle for the Brownian snake. Stoch. Proc. and their Appl. 67, 101-115, 1997.
L. Serlet . Laws
of the iterated logarithm for the Brownian snake. Sminaire de Probabilits
XXXIV, Lect. Notes Math 1729, 302-312. Springer, 2000.
J.S. Dhersin, L.
Serlet. A stochastic calculus
approach for the Brownian snake. Can. J. Math. 52 (1),
92-118, 2000.
R. Abraham, L.
Serlet. Representations of the Brownian snake with drift. Stochastics and stochastic Reports
73, 287-308, 2002.
R. Abraham, L.
Serlet. Poisson snake and fragmentation. Electronic Journal of Probability Vol. 7, 2002.
http://www.math.washington.edu/~ejpecp/viewissue.php?id=210 - Articles
L. Serlet .
Super-Brownian motion conditioned on the total mass. Stoch. Proc. and their
Appl. 115, 1782-1804, 2005.
L. Serlet.
Representation of the martingales for the Brownian snake. Sminaire de
Probabilits XL, 343-354
L. Serlet.
Creation or deletion of a drift on a Brownian trajectory, Sminaire de
Probabilits XLI, 215-232.
L. Serlet New
large deviation results for some super-Brownian processes Stoch. Proc. and
their Appl., 119
(5),1696-1724
L. Serlet.
Survival of a Brownian snake in a hostile environment, unpublished.