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| Editors-in-Chief | |
| Ahmed Abbes | CNRS & IHES, France arithmetic and algebraic geometry, étale cohomology, ramification of l-adic étale sheaves, p-adic Hodge theory, rigid geometry |
| Ali Baklouti | Faculté des Sciences de Sfax, Tunisia harmonic analysis on Lie groups and homogeneous spaces; representation theory of solvable Lie groups; discontinuous groups for homogeneous spaces and deformation theory |
| Editorial Board | |
| Hajer Bahouri | CNRS & LAMA, Université Paris-Est Créteil, France harmonic analysis on Lie groups, nonlinear dispersive equations, analysis of critical Sobolev embeddings |
| Arnaud Beauville | Laboratoire J. A. Dieudonné, Université Côte d'Azur, France classical algebraic geometry: rationality problems, Chow groups, hyperkähler manifolds, vector bundles on curves and surfaces |
| Philippe Biane | CNRS & Université Paris-Est, France combinatorics, probability, representation theory |
| Christophe Breuil | CNRS & Université Paris-Saclay, France number theory, representation theory, p-adic theories |
| Ewa Damek | University of Wrocław, Poland random branching and affine structures, iterative function systems, affine stochastic recursion, stochastic models with power law tails, smoothing transform, branching processes in random environment |
| Bassam Fayad | CNRS & Institut de Mathématiques de Jussieu - Paris Rive Gauche, France dynamical systems, ergodic theory |
| Benoit Fresse | Université Lille 1, France algebraic topology, homotopy theory, operad theory |
| Dennis Gaitsgory | Max Planck Institutes, Germany geometric Langlands program; moduli spaces of bundles on curves; geometric representation theory; chiral, factorization and vertex algebras; Kac–Moody Lie algebras; derived algebraic geometry |
| Bernhard Hanke | Universität Augsburg, Germany geometry and topology |
| Emmanuel Hebey | Université de Cergy-Pontoise, France elliptic PDEs, geometric analysis |
| Michael A. Hill | University of Minnesota, United States algebraic topology, homotopy theory, Mackey functors, derived algebraic geometry, and the cohomology of groups |
| Mohamed Ali Jendoubi | Université de Carthage, Tunisia evolution equations, global behavior, dissipative dynamical system, stabilization of PDEs and coupled systems |
| Sadok Kallel | Université de Lille 1, France & American University of Sharjah, UAE algebraic topology, configuration spaces and related spaces, loop spaces, function spaces, automorphisms of algebraic curves |
| Minhyong Kim | ICMS, University of Edinburgh, UK & KIAS, Seoul, Korea arithmetic algebraic geometry |
| Toshiyuki Kobayashi | The University of Tokyo & Kavlli IPMU, Japan Lie groups and representation theory: discontinuous groups for homogeneous spaces |
| Patrice Le Calvez | Institut de Mathématiques de Jussieu - Paris Rive Gauche & Sorbonne Université, France dynamical systems, topological dynamics, Hamiltonian and symplectic dynamics |
| Jérôme Le Rousseau | Université Sorbonne Paris Nord, France partial differential equations: analysis and controllability |
| Amine Marrakchi | CNRS & ENS de Lyon, UMPA, France operator algebras, ergodic theory and group theory |
| Nader Masmoudi | Courant Institute, New York University, United States partial differential equations, fluid mechanics, kinetic theory |
| Haynes R. Miller | Massachusetts Institute of Technology, United States homotopy theory |
| Philibert Nang | École Normale Supérieure de Libreville, Gabon algebraic analysis: D-modules theory, perverse sheaves |
| Marc Peigné | Institut Poisson, CNRS & Université de Tours, France dynamical systems & geometry, probability theory |
| Enrique Pujals | City University of New York, USA dynamical systems and ergodic theory |
| Jean-François Quint | CNRS & IMB, Université de Bordeaux, France group theory, ergodic theory, probability theory |
| Yiannis Sakellaridis | Johns Hopkins University, United States number theory, representation theory |
| Daniel Tataru | University of California, Berkeley, United States partial differential equations, microlocal analysis, harmonic analysis |
| Michał Wrochna | Cergy Paris Université, France mathematical physics, scattering theory, hyperbolic PDEs |
| Hatem Zaag | CNRS & Université Sorbonne Paris Nord, France partial differential equations, blow-up and finite-time singularities |
