Recent Publications

Invariant measure for Passive Tracer in Ornstein-Uhlenbeck flows, T. Komorowski, S. Olla, february 2002, dvi , ps
On the Superdiffusive Behavior of Passive Tracer with a Gaussian Drift, T. Komorowski, S. Olla, december 2001, dvi , ps

On the Sector Condition and Homogenization of Diffusions with a Gaussian Drift, T. Komorowski, S. Olla, Preprint Univ. Cergy Pontoise 15/01 (Julliett 2001),dvi , ps .

Equilibrium Fluctuations for Interacting Ornstein-Uhlenbeck Particles, S. Olla, C. Tremoulet, Preprint Univ. Cergy Pontoise 12/01 (June 2001), dvi , ps, pdf

Asymptotic Behaviour of a Tagged Particle in Simple Exclusion Processes. C.Landim, S. Olla, S.R.S.Varadhan. Bol. Soc. Bras. Mat., vol 31, No.3, 241-275, 2000. dvi, ps,

Notes on the Central Limit Theorems for Tagged Particles and Diffusions in Random Fields. Notes of the course given at Etàts de la recherche: Milieux Alèatoires , 23-25 November 2000, to appear in Panorama et Synthèses. dvi, ps,

Symmetric Simple Exclusion: Regularity of the Self-Diffusion coefficient. C.Landim, S. Olla, S.R.S.Varadhan. Comm.Math.Phys. (2001), vol. 224, 302-321 (2001). pdf dvi, ps.

Finite-Dimensional Approximation of the Self-Diffusion coefficient for the Exclusion Process. C.Landim, S. Olla, S.R.S.Varadhan. Annals of Probability. (2002 ) dvi , ps ,

Diffusive behaviour of interacting particles systems, Monte Carlo Methods and Applications, Vol. 7, No. 3-4, pp. 329-338, (2001). dvi , ps ,

Fluctuation for Weakly Massive $\nabla\phi$ Interface Model and Applications to the Interface on a Wall. T.Funaki, S. Olla, Stochastic Processes and Appl., Vol. 94, 1-27, (2001) pdf , dvi , ps .

On Homogenization of Time Dependent Random Flows. T. Komorowski, S. Olla, Probability Theory and Related Fields. vol. 121, 98-116, (2001). pdf ,dvi, ps ;

Equilibrium Fluctuation of Asymmetric Simple Exclusion processes in Dimension $d\ge 3$ , C.C. Chang, C. Landim, S. Olla, Probability Theory and Related Fields, Vol. 119, 381-409, (2001). pdf, dvi, ps,

Equilibrium Fluctuation for a Ginzburg-Landau Interface Model, G.B. Giacomin, S. Olla, H. Spohn, Annals of Probability. (2001) pdf, dvi, ps

Driven Tracer Particle in One-Dimensional Symmetric Simple Exclusion, C. Landim, S. Olla, S.B. Volchan, Comm.Math.Phys., vol.192, 287-307 (1998). pdf

Homogenization of Convection-Diffusion Equation with Space-Time Ergodic Random Flow., C. Landim, S. Olla H.T. Yau, Probability Theory and Related Fields, vol.112, 203-220 (1998). pdf

Driven Tracer and Einstein Relation in One-Dimensional Symmetric Simple Exclusion, C. Landim, S. Olla S.B. Volchan, Resenhas do Instituto de Matematica e Estatistica da Universidade de Sao Paulo, vol.3, N.2, 173-209, (1997). dvi , ps

Microscopic derivation of the Cahn-Hilliard equations, L.Bertini, C. Landim, S.Olla, J.Stat.Physics, vol.88, Nos.1/2, 365-381, (1997). ps

Reversibility in Infinite Hamiltonian Systems with Conservative Noise, J. Fritz, C. Liverani, S. Olla, Comm. Math. Phys. vol.189, 481-496, (1997) pdf

Properties of the diffusion coefficients for the Asymmetric Simple Exclusion Processes. C. Landim, S. Olla, H.T. Yau, Annals of Probability, vol.24, n.4, 1779-1808 (1997). ps

First Order Correction for the Hydrodynamic Limit of Asymmetric Simple Exclusion Processes in dimension d > 2 C. Landim, S. Olla, H.T. Yau, Comm. Pure and Applied Math. vol.50, n.2, 149-203 (1997) ps

Ergodicity of Infinite Hamiltonian Systems with Conservative Noise, C. Liverani, S. Olla, Probability Theory and Related Fields, n.106, 401-445 (1996). pdf

Lectures on Homogenization of Diffusion Processes in Random Fields, S. Olla, publications de l'Ecole Doctorale de l'Ecole Polytechnique, (1994). ps,dvi

Macroscopic Properties of a Stationary Non-Equilibrium Distribution for a Non-Gradient Interacting Particles System, C. Kipnis, C. Landim, S. Olla, Ann. Inst. H. Poincare, probabilites et statistiques 31, n.1, (1995). ps

Hydrodynamic Limits and Ergodicity for Hamiltonian Systems with small noise, S. Olla, in "Cellular Automata and Cooperative Systems", Boccara et al. editors, Nato Asi series, Kluwer Academic Pub. (1993).dvi

Hydrodynamic Limit for a Non-Gradient System: the Generalised Symmetric Exclusion Process,C. Kipnis, C. Landim, S. Olla, Comm. Pure Appl. Math. 47 n.11, 1475-1545 (1994). ps

Hydrodynamic Limit for a Hamiltonian System with Weak Noise, S. Olla, H.T. Yau, S.R.S. Varadhan, Comm. Math. Phys. 155, 523-560 (1993). dvi

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