orcid.org/0000-0001-8236-5713
Institut Galilée — Office B402
e-mail : "name" at math.univ-paris13.fr
postal address:
LAGA, Institut Galilée
Université Paris 13
99 avenue J.-B. Clément
93430 Villetaneuse
France
phone : 01 49 40 30 01
Associate editor,
Statistics and Probability Letters
Principal investigator of the project "Alea Sorbonne" with Sylvie Corteel
(LIAFA, Paris 7) and
Frédérique Bassino (LIPN, Paris 13)
Member of the project "Combinatoire à Paris" (Principal investigator: Guillaume Chapuy , LIAFA, Paris 7)
Research interests
Lévy processes, random trees, random generation.
Some papers
First passage times of subordinators and urns
Rectangular Young tableaux with local decreases and
the density method for uniform random generation
(with Cyril Banderier et
Michael Wallner)
Periodic Pólya urns and an application to Young tableaux (with Cyril Banderier et
Michael Wallner)
Rectangular Young tableaux and the Jacobi ensemble
Permutations with a prescribed descent set
Maple implementations
(many thanks to Cyril Banderier)
(1) generating a random profile of ascents and descents and
a random permutation with this pattern
(2) run time and memory for various permutation lengths
A class of special subordinators with nested ranges
Random-bit optimal uniform sampling for rooted planar trees with given
sequence of degrees and Applications (with Olivier Bodini and
Julien David)
Generating random alternating permutations in time $n\log n$
Small time expansions for transition probabilities of
some Lévy processes
A note on the fragmentation of a stable tree
Concentration for Norms of Infinitely
Divisible Vectors With Independent Components (with Christian Houdré and
Patricia Reynaud)
A note on measure concentration for stable
distributions with index close to 2
Median, Concentration and Fluctuations
for Lévy Processes (with Christian Houdré)
Ladder times, dual subordinators and the exponential law
Nested regenerative sets and their associated
fragmentation process
On the Concentration of Measure Phenomenon for
Stable and Related Random Vectors (with Christian Houdré)
Constructing a sequence of random walks strongly
converging to Brownian motion
Related simulations
|
 |
 |
|
|
excursion |
bridge |
|
|
 |
 |
|
|
meander |
whole path |
|
Habilitation
Defense: 22/11/2010, Jussieu
Mémoire d'habilitation
Links
The
probability/statistics seminar at Paris 13
LAGA (Paris 13)
LIPN (Paris 13)
Laboratoire de probabilités
(Paris 6 / Paris 7)
DMA (ENS)