Sommaire du Fascicule no. 1

Scaling limits of random planar maps with large faces

Le Gall, Jean-François ; Miermont, Grégory

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p. 1-69

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On the critical parameter of interlacement percolation in high dimension

Sznitman, Alain-Sol

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p. 70-103

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Current fluctuations for TASEP: A proof of the Prähofer–Spohn conjecture

Ben Arous, Gérard ; Corwin, Ivan

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p. 104-138

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Influence of spatial correlation for directed polymers

Lacoin, Hubert

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p. 139-175

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Quenched scaling limits of trap models

Jara, Milton ; Landim, Claudio ; Teixeira, Augusto

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p. 176-223

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Scaling limit for a class of gradient fields with nonconvex potentials

Biskup, Marek ; Spohn, Herbert

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p. 224-251

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On the moments and the interface of the symbiotic branching model

Blath, Jochen ; Döring, Leif ; Etheridge, Alison

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p. 252-290

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Feynman–Kac formula for heat equation driven by fractional white noise

Hu, Yaozhong ; Nualart, David ; Song, Jian

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p. 291-326

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Occupation statistics of critical branching random walks in two or higher dimensions

Lalley, Steven P. ; Zheng, Xinghua

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p. 327-368

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Fast transport asymptotics for stochastic RDEs with boundary noise

Cerrai, Sandra ; Freidlin, Mark

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p. 369-405

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T. E. Harris’ contributions to interacting particle systems and percolation

Liggett, Thomas M.

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p. 407-416

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T. E. Harris’s contributions to recurrent Markov processes and stochastic flows

Baxendale, Peter

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p. 417-428

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T. E. Harris and branching processes

Athreya, K. B. ; Ney, P. E.

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p. 429-434

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Bibliography: Publications of T. E. Harris

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p. 435-438

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An extension of the Lévy characterization to fractional Brownian motion

Mishura, Yuliya ; Valkeila, Esko

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p. 439-470

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Harmonic functions, h-transform and large deviations for random walks in random environments in dimensions four and higher

Yilmaz, Atilla

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p. 471-506

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Asymptotic behavior of the gyration radius for long-range self-avoiding walk and long-range oriented percolation

Chen, Lung-Chi ; Sakai, Akira

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p. 507-548

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The algebraic difference of two random Cantor sets: The Larsson family

Dekking, Michel ; Simon, Károly ; Székely, Balázs

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p. 549-586

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New rates for exponential approximation and the theorems of Rényi and Yaglom

Peköz, Erol A. ; Röllin, Adrian

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p. 587-608

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Markovian bridges: Weak continuity and pathwise constructions

Chaumont, Loïc ; Uribe Bravo, Gerónimo

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p. 609-647

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Periodic homogenization with an interface: The multi-dimensional case

Hairer, Martin ; Manson, Charles

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p. 648-682

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A variational formula for the free energy of an interacting many-particle system

Adams, Stefan ; Collevecchio, Andrea ; König, Wolfgang

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p. 683-728

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Large deviations for local times and intersection local times of fractional Brownian motions and Riemann–Liouville processes

Chen, Xia ; Li, Wenbo V. ; Rosiński, Jan ; Shao, Qi-Man

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p. 729-778

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An optimal variance estimate in stochastic homogenization of discrete elliptic equations

Gloria, Antoine ; Otto, Felix

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p. 779-856

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A new characterization of Talagrand’s transport-entropy inequalities and applications

Gozlan, Nathael ; Roberto, Cyril ; Samson, Paul-Marie

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p. 857-880

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Central limit theorems for random polygons in an arbitrary convex set

Pardon, John

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p. 881-903

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A continuous semigroup of notions of independence between the classical and the free one

Benaych-Georges, Florent ; Lévy, Thierry

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p. 904-938

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Poisson representations of branching Markov and measure-valued branching processes

Kurtz, Thomas G. ; Rodrigues, Eliane R.

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p. 939-984

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Discrepancy, chaining and subgaussian processes

Mendelson, Shahar

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p. 985-1026

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On extrema of stable processes

Kuznetsov, Alexey

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p. 1027-1060

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A construction of the rough path above fractional Brownian motion using Volterra’s representation

Nualart, David ; Tindel, Samy

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p. 1061-1096

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The rank of diluted random graphs

Bordenave, Charles ; Lelarge, Marc ; Salez, Justin

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p. 1097-1121

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Cutpoints and resistance of random walk paths

Benjamini, Itai ; Gurel-Gurevich, Ori ; Schramm, Oded

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p. 1122-1136

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Nonparametric sequential prediction for stationary processes

Morvai, Gusztáv ; Weiss, Benjamin

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p. 1137-1160

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Merging for inhomogeneous finite Markov chains, part II: Nash and log-Sobolev inequalities

Saloff-Coste, L. ; Zúñiga, J.

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p. 1161-1203

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