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Pène, Françoise - Département de Mathématiques, Université de Brest
Transient random walk in Z2 with stationary orientations
Habilitation diriger des recherches Spcialit : Mathmatiques
S0764-4442(00)00318-9/FLA AID:300 Vol.330(0) P.1 (1-4) CRAcad 2000/06/12 Prn:14/06/2000; 10:03 F:PXMA300.tex by:JOL p. 1
Le mtier d'enseignant-chercheur 50% enseignant du suprieur
LIMIT THEOREMS FOR ONE AND TWO-DIMENSIONAL RANDOM WALKS IN RANDOM SCENERY
THE NAGAEV-GUIVARC'H METHOD VIA THE KELLER-LIVERANI Loc HERV 1 and Franoise PNE 2
Bull. Soc. math. France 133 (3), 2005, p. 395417
Recurrence of the Lorentz process A rafined local limit theorem
Contexte et exemples La methode de Nagaev
ESAIM: Probability and Statistics Will be set by the publisher URL: http://www.emath.fr/ps/ DOI: (will be inserted later)
www.imstat.org/aihp Annales de l'Institut Henri Poincar -Probabilits et Statistiques
ASYMPTOTIC OF THE NUMBER OF OBSTACLES VISITED BY THE PLANAR LORENTZ PROCESS
arXiv:math.PR/0602501v122Feb2006 The Annals of Applied Probability
STUDY OF THE RECURRENT SET FOR PLANAR MARKOV RANDOM LOC HERV AND FRANOISE PNE
arXiv:math.PR/0306083 Vitesse dans le thorme limite central pour certains processus
A LOCAL LIMIT THEOREM FOR RANDOM WALKS IN RANDOM SCENERY AND ON RANDOMLY ORIENTED LATTICES
The Annals of Probability 2004, Vol. 32, No. 3B, 24772525
BACK TO BALLS IN BILLIARDS FRANCOISE P`ENE AND BENO^IT SAUSSOL
RECURRENCE RATES AND HITTING-TIME DISTRIBUTIONS FOR RANDOM WALKS ON THE LINE
Commun. Math. Phys. ???, 1 ??? (2001) Communications in Mathematical
www.imstat.org/aihp Annales de l'Institut Henri Poincar -Probabilits et Statistiques
RANDOM WALK IN RANDOM ENVIRONMENT IN A TWO-DIMENSIONAL STRATIFIED MEDIUM WITH ORIENTATIONS
RENEWAL THEOREMS FOR RANDOM WALKS IN RANDOM SCENERY NADINE GUILLOTIN-PLANTARD AND FRANOISE PNE
ON THE DEGREE OF CAUSTICS OF REFLECTION ALFREDERIC JOSSE AND FRANOISE PNE
ON THE LOCAL TIME OF RANDOM PROCESSES IN RANDOM SCENERY FABIENNE CASTELL, NADINE GUILLOTIN-PLANTARD, FRANOISE PNE, AND BRUNO SCHAPIRA
ON THE RECURRENCE SET OF PLANAR MARKOV RANDOM WALKS LOC HERV AND FRANOISE PNE
