Prépublications
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Zero-range process in random environment.
Bahadoran, C., Mountford, T.S., Ravishankar, K., Saada, E.
Preprint (2020).
[ArXiv]
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Invariant measures for multilane exclusion process.
Amir, G., Bahadoran, C., Busani, O., Saada, E.
Preprint (2021).
[ArXiv]
Articles
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A limit theorem for the position of a tagged particle
in a simple exclusion process.
Saada, E.
Ann. Probab.
15
(1987),
p. 375-381.
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Mesures invariantes pour les systèmes à une
infinité de particules linéaires à valeurs dans
[0, $+\infty$[S.
Saada, E.
Ann. Inst. H.
Poincaré sect. B
24
(1988),
p. 427-437.
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Microscopic structure at the shock in the asymmetric simple exclusion.
de Masi, A., Kipnis, C., Presutti, E., Saada, E.
Stochastics
27
(1989),
p. 151-165.
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Processus de zero-range avec particule marquée.
Saada, E.
Ann. Inst. H. Poincaré sect. B
26
(1990),
p. 5-17.
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Asymmetric attractive particle systems on Z :
Hydrodynamic limit for monotone initial profiles.
Benassi, A., Fouque, J.P., Saada, E., Vares, M.E.
J. of Stat. Phys.
63
(1991),
p. 719-735.
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Microscopic structure of travelling waves in the asymmetric
simple exclusion.
Ferrari, P.A., Kipnis, C., Saada, E.
Ann. Probab.
19
(1991),
p. 226-244.
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Analysis of a network model.
Fricker, C., Robert, P., Saada, E., Tibi, D.
Automata Networks, Dynamical Systems and Statistical Physics, E. Goles,
S. Martinez editors. Kluwer Math. and its Appl.
(1992),
p. 159-172.
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Totally asymmetric attractive particle systems on Z :
Hydrodynamic limit for general initial profiles.
Fouque, J.P., Saada, E.
Stoch. Proc. and Appl.
51
(1994),
p. 9-23.
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Dynamical fluctuations at the critical point : convergence to a
non-linear stochastic PDE.
Bertini, L., Presutti, E., Rüdiger, B., Saada, E.
SIAM Theory of Probab. and Appl.
38,
vol. 4 (1995),
p. 586-629.
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Analysis of some networks with interaction.
Fricker, C., Robert, P., Saada, E., Tibi, D.
Ann. Appl. Probab.
4,
vol. 4 (1994),
p. 1112-1128.
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Un modèle du votant en milieu aléatoire.
Saada, E.
Ann. Inst. Henri Poincaré sect. B
31,
vol. 1 (1995),
p. 263-271.
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Un lien entre réseaux de neurones et systèmes de
particules : un modèle de rétinotopie.
Kipnis, C., Saada, E.
Séminaire de probabilités XXX, Lect. Notes in Math.
1626, Springer
(1996),
p. 55-67.
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On the thermodynamic limit for a one-dimensional sandpile
process.
Maes, C., Redig, F., Saada, E., Van Moffaert, A.
Markov Proc. and Rel. Fields
6
(2000),
p. 1-21.
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A constructive approach to Euler hydrodynamics for attractive
processes. Application to k-step exclusion.
Bahadoran, C., Guiol, H., Ravishankar, K., Saada, E.
Stoch. Proc. and Appl.
99,
vol. 1 (2002),
p. 1-30.
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The abelian sandpile model on an infinite tree.
Maes, C., Redig, F., Saada, E.
Ann. Probab.
30,
no. 4 (2002),
p. 1-27.
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Microscopic structure of the k-step exclusion process.
Freire, M.V., Guiol, H., Ravishankar, K., Saada, E.
Bull. Braz. Mat. Soc.
33,
vol. 3 (2002),
p. 25-45.
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Interface fluctuations in a conserved system: derivation and
long time behavior.
Bertini, L., Buttà, P., Presutti, E., Saada, E.
Markov Proc. and Rel. Fields
9
(2003),
p. 1-34.
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The Competition-Diffusion limit of a stochastic growth model.
Gobron, T., Saada, E., Triolo, L.
Mathematical and Computer Modelling
37
(2003),
p. 1153-1161.
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The Infinite Volume Limit of Dissipative Abelian Sandpiles.
Maes, C., Redig, F., Saada, E.
Commun. Math. Phys.
244,
no. 2 (2004),
p. 395-417.
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Macroscopic evolution of particle systems with random field Kac interactions.
Mourragui, M., Orlandi, E., Saada, E.
Nonlinearity
16,
no. 6 (2003),
p. 2123-2147.
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Microscopic structure of a decreasing shock for the asymmetric k-step
exclusion process.
Guiol, H., Ravishankar, K., Saada, E.
Electronic Commun. in Probab.
8
(2003),
p. 170-178.
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Euler hydrodynamics of one-dimensional attractive particle systems.
Bahadoran, C., Guiol, H., Ravishankar, K., Saada, E.
Ann. Probab.
34,
no. 4 (2006),
p. 1339-1369.
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Abelian sandpile models in infinite volume.
Maes, C., Redig, F., Saada, E.
Sankhya, the Indian Journal of Statistics
67,
no. 4 (2005),
p. 634-661.
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Freezing transitions in non-Fellerian particle systems.
Maes, C., Redig, F., Saada, E.
J. of Stat. Phys.
127,
no. 4 (2007),
p. 171-189.
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Strong hydrodynamic limit for attractive particle
systems on Z.
Bahadoran, C., Guiol, H., Ravishankar, K., Saada, E.
Electron. J. Probab.
15,
(2010),
p. 1-43.
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Macroscopic stability for nonfinite range kernels.
Mountford, T.S., Ravishankar, K., Saada, E.
Braz. J. Probab. Stat.
24,
no. 2 (2010),
p. 337-360.
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Couplings, attractiveness and hydrodynamics for
conservative particle systems.
Gobron, T., Saada, E.
Ann. Inst. H. Poincaré Probab. Statist.
46,
no. 4 (2010),
p. 1132-1177.
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The abelian sandpile model on a random binary tree.
Redig, F., Ruszel, W. M., Saada, E.
J. Statist. Phys.
147
(2012),
p. 653-677.
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Quenched large
deviations for Glauber evolution with Kac interaction and random field.
Benois, O., Mourragui, M., Orlandi, E., Saada, E., Triolo, L.
Markov Process. Related Fields
18,
no. 2 (2012),
p. 215-268.
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Euler hydrodynamics for attractive particle systems in random environment.
Bahadoran, C., Guiol, H., Ravishankar, K., Saada, E.
Ann. Inst. H. Poincaré Probab. Statist.
50,
no. 2 (2014),
p. 403-424.
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Approaching criticality via the zero dissipation limit in the abelian avalanche model.
Jarai, A.A., Redig, F., Saada, E.
J. Statist. Phys.
159,
no. 6 (2015),
p. 1369-1407.
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Supercriticality conditions for asymmetric zero-range process with
sitewise disorder.
Bahadoran, C., Mountford, T.S., Ravishankar, K., Saada, E.
Braz. J. Probab. Stat.
29,
no. 2 (2015),
p. 313-335.
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A shape theorem for an epidemic model in dimension $d\ge 3$.
Andjel, E. D., Chabot, N., Saada, E.
ALEA
12,
no. 2 (2015),
p. 917-953.
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Supercritical behavior of asymmetric zero-range process with sitewise
disorder.
Bahadoran, C., Mountford, T.S., Ravishankar, K., Saada, E.
Ann. Inst. H. Poincaré Probab. Statist.
53,
no. 2 (2017),
p. 766-801.
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Invariant measures of Mass Migration Processes.
Fajfrovà, L., Gobron, T., Saada, E.
Electron. J. Probab.
21,
no. 60 (2016),
p. 1-52.
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A boundary driven generalised contact process with exchange
of particles: Hydrodynamics in infinite volume.
Kuoch, K., Mourragui, M., Saada, E.
Stoch. Proc. and their Appl.
127,
no. 1 (2017),
p. 135-178.
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Non-criticality criteria for Abelian sandpile models with sources and sinks.
Redig, F., Ruszel, W. M., Saada, E.
J. Math. Phys.
59
no. 6 (2018),
p. 1-16.
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Hydrodynamics in a condensation regime: the disordered asymmetric zero-range process.
Bahadoran, C., Mountford, T.S., Ravishankar, K., Saada, E.
Ann. Probab.
48
no. 1 (2020),
p. 404-444.
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Quenched convergence and strong local equilibrium for asymmetric zero-range process
with site disorder.
Bahadoran, C., Mountford, T.S., Ravishankar, K., Saada, E.
Proba. Th. Rel. Fields,
176
no. 1-2 (2020),
p. 149-202.
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Mean-field avalanche size exponent for sandpiles on Galton-Watson trees.
Jarai, A., Ruszel, W. M., Saada, E.
Proba. Th. Rel. Fields,
177
no. 1-2 (2020),
p. 369-396.
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Ergodicity of some dynamics of DNA sequences.
Falconnet, M., Gantert, N. Saada, E.
Markov Proc. and Rel. Fields,
26
no. 1-2 (2020),
p. 567-612.
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Symmetric simple exclusion process in dynamic environment: hydrodynamics.
Redig, F., Saada, E., Sau, F.
Electron. J. Probab.
25
(2020), article no. 138,
p. 1-47.
Chapitres d'ouvrages
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Constructive Euler hydrodynamics for one-dimensional
attractive particle systems.
Bahadoran, C., Guiol, H., Ravishankar, K., Saada, E.
Sojourns in Probability Theory and Statistical Physics - III -
Interacting Particle Systems and Random Walks, A Festschrift for Charles M. Newman
Sidoravicius, V. (ed.);
Springer PROMS, Volume 300, Springer, Singapore, 2019;
p. 43-89.
[ArXiv]
Proceedings avec comité de lecture
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Euler hydrodynamics of one-dimensional attractive particle systems.
Saada, E.
Prague Stochastics 2006, edited by M. Huskovà, M. Janzura, Matfyzpress, Charles University in Prague
(2006),
p. 193-202.
Autres textes
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A shape theorem for the contact process in high dimensions.
Andjel, E.D., Saada, E.
Preprint.
(1988),
-
Processus de contact en grandes dimensions.
Saada, E.
Comptes-rendus du Séminaire de Rouen 1988/89,
P.U.R.
(1990),
p. 79-84.
-
Hydrodynamique du processus d'exclusion simple.
Saada, E.
Comptes-rendus du Séminaire de Rouen 1989/90,
P.U.R.
(1991),
p. 7-11.
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Préface au numéro spécial en l'honneur de Claude Kipnis.
Landim, C., Saada, E.
Ann. Inst. H. Poincaré Probab. Statist.
31,
no. 1 (1995),
p. 3-12.
-
Review du livre de C. Kipnis et C. Landim, Scaling limits
for interacting particle systems.
Saada, E.
J. of Stat. Phys.
(2000),
-
Review du livre Hydrodynamic Limits and Related Topics, edited by S. Feng, A. Lawniczak, S.R.S. Varadhan,
Fields Institute Communications, AMS, 2000.
Saada, E.
the
Canadian Mathematical Society NOTES
avril 2002,
-
Euler hydrodynamics of one-dimensional attractive particle systems.
Saada, E.
Oberwolfach Reports (OWR),
EMS Publishing House/MFO,
1,
Issue 4 (2004),
p. 2266-2268.
-
Euler hydrodynamics of one-dimensional attractive particle systems
in random environment.
Saada, E.
Oberwolfach Reports (OWR),
EMS Publishing House/MFO,
7,
Issue 4 (2010),
2923-2925.
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Couplings and attractiveness for interacting particle systems.
Saada, E.
Oberwolfach Reports (OWR),
EMS Publishing House/MFO,
10,
Issue 4 (2013),
p. 3107-3109.
-
Invariant measures of mass migration processes.
Saada, E.
Oberwolfach Reports (OWR),
EMS Publishing House/MFO,
13,
Issue 4 (2016),
p. 3065-3066.
