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IOP Science


Editorial board

Published jointly with The London Mathematical Society


Tasso J Kaper Boston University, USA (for the IOP)
Dynamical systems, multiple-scale differential equations, nonlinear waves and stability, pattern formation

Konstantin Khanin University of Toronto, Canada (for the LMS)
Classical and quantum dynamical systems

Editorial Board

Sandra Cerrai University of Maryland, USA

Kuo-Chang Chen National Tsing Hua University, Taiwan
Celestial mechanics, variational problems

Vaughn Climenhaga University of Houston, USA
Ergodic theory, thermodynamic formalism, dimension theory, and hyperbolic behaviour in dynamical systems

Rafael de la Llave Georgia Institute of Technology, USA
Hamiltonian dynamics, hyperbolic systems, variational problems

Mark Demers Fairfield University, USA
Smooth ergodic theory, statistical properties of dynamical systems, open systems and escape rates

Lorenzo Diaz PUC-Rio, Brazil
Dynamical systems and ergodic theory

Charles Doering (In memoriam) 1956-2021

Theodore Drivas Stony Brook University, USA
Fluid dynamics, turbulence theory, partial differential equations and dynamical systems

Jasmine Foo University of Minnesota, USA
Stochastic modelling, evolutionary theory, population dynamics, mathematical biology/medicine, stochastic processes

Tamara Grava SISSA, Trieste, Italy and Bristol University, UK
Integrable systems, nonlinear waves and asymptotic analysis

Nalini Joshi University of Sydney, Australia
Integrable systems, Painlevé equations

Karima Khusnutdinova Loughborough University, UK
Fluid and solid mechanics, nonlinear waves, applied integrable systems

Christian Klein University of Bourgogne-Franche-Comté, France
Nonlinear dispersive PDEs, numerical approaches, inverse problems

David Lannes Institut de Mathématiques de Bordeaux, France
Nonlinear PDEs, fluid mechanics, water waves

Reiner Lauterbach Universität Hamburg, Germany
Bifurcation theory, equivariant bifurcation, dynamical Systems

Claude Le Bris CERMICS-ENPC, Marne-La-Vallée Cedex, France
Nonlinear PDEs, molecular simulation, materials science

Nader Masmoudi NYU Courant, USA

Anna Mazzucato PennState University, Eberly College of Sciences, USA
PDEs and inverse problems for fluid mechanics and elasticity; global analysis and analysis on manifolds; numerical analysis, specifically finite and generalized finite element methods

Richard Montgomery University of California Santa Cruz, USA
Geometric mechanics, variational methods, celestial and Hamiltonian mechanics, sub-Riemannian geometry, classical gauge theory, symplectic reduction

Stephane Nonnenmacher CEA-Saclay, Gif-sur-Yvette, France
Quantum chaos and maps, noisy classical and quantum dynamics

Oliver O’Reilly University of California, Berkeley, USA
Continuum mechanics, dynamical systems theory, dynamics of rigid bodies

Hinke Osinga University of Auckland, New Zealand
Dynamical systems (numerics)

Beatrice Pelloni Heriot-Watt University, UK
Integrable systems, nonlinear PDEs in fluid dynamics

Mark Pollicott University of Warwick, UK
Ergodic theory, thermodynamic formalism and dynamical systems

Jean-Claude Saut Université Paris-Saclay, France
Nonlinear PDEs, nonlinear dispersive equations, water waves and internal wave modeling

Guido Schneider Universität Stuttgart, Germany
Dynamics in nonlinear PDEs, bifurcations, wave problems

Tere Seara Universitat Politècnica de Catalunya, Spain
Hamiltonian dynamics

Susanna Terracini Universitá di Torino, Italy
Partial differential equations, variational methods, strongly interacting systems

Jean-Luc Thiffeault University of Wisconsin, USA
Fluid dynamics, mixing, dynamical systems, applied topology, stochastic modeling

Edriss S Titi Texas A&M University, USA and University of Cambridge, UK
Nonlinear PDEs, numerical analysis, fluid mechanics, geophysical fluid dynamics

Jonathan Touboul Brandeis University, MA, USA
Mathematical neuroscience and ecology, bifurcations, stochastic processes, synchronization

Dmitry Treschev M V Lomonosov Moscow State University, Leninskiye Gory, Russia
Classical mechanics, perturbation theory, integrability and nonintegrability, bifurcation theory

Eugene Wayne Boston University, MA, USA
Nonlinear PDEs, dynamical systems

Yao Yao National University of Singapore, Singapore
Fluid mechanics, PDEs in mathematical biology

Arik Yochelis Ben-Gurion University of the Negev, Israel
Pattern formation, reaction-diffusion systems, numerical continuation and analysis, resonant oscillations, wave and Turing patterns, homoclinic snaking, self-organization in biology and medicine, electrically charged self-assembly, physical chemistry, renewable energy

Andrej Zlatoš University of California—San Diego, USA
Reaction-diffusion equations, homogenization, fluid dynamics, mixing

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