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Editors’ Interests |
| Massimiliano Berti
Partial differential equations and
dynamical systems, KAM and normal forms theory, Hamiltonian systems, nonlinear analysis and bifurcation theory |
Zbigniew Błocki
complex analysis and geometry,
nonlinear elliptic PDEs. |
| Charles Fefferman
Fourier analysis and related topics
|
Isabelle Gallagher
fluid mechanics, dispersive equations,
singular perturbations, kinetic limits, PDEs on Lie groups |
| Ursula Hamenstaedt
dynamical systems, spectral theory
|
Peter Hintz |
| Vadim Kaloshin |
Izabella Laba
harmonic analysis, geometric measure
theory, combinatorics and combinatorial number theory |
| Richard B. Melrose |
Frank Merle
qualitative properties, singularity of
solutions of nonlinear partial differential equations |
| William Minicozzi
geometric analysis, differential geometry,
minimal surfaces, harmonic maps, and geometric evolution equations. |
Clément Mouhot
Nonlinear analysis and PDEs of
kinetic theory and many-body systems |
| Werner Müller |
Gilles Pisier
Banach spaces, operator spaces,
operator algebras, harmonic analysis, martingales and non-commutative probability |
| Igor Rodnianski
partial differential equations and
mathematical physics
|
Wilhelm Schlag
linear and nonlinear dispersive equations,
spectral and scattering theory, random operators, in particular Anderson localization |
| Yum-Tong Siu
several complex variables, geometric
analysis, differential geometry and algebraic geometry |
Terence Tao
harmonic analysis, time-frequency
analysis, nonlinear wave equations, nonlinear dispersive equations, connections with number theory, combinatorics, geometric measure theory, and ergodic theory |
| Michael E. Taylor
partial differential equations
|
Tatiana Toro
partial differential equations,
geometric measure theory, analysis on non-smooth domains |
| Gunther Uhlmann
inverse problems, microlocal analysis,
scattering theory, equations with multiple characteristics. |
András Vasy
microlocal analysis, scattering theory
and wave propagation |
| Dan Virgil Voiculescu
operator algebras, free probability
theory, random matrices. |
Simone Warzel
mathematical physics
|
| Jim Wright
Fourier analysis, discrete harmonic analysis
and number theory |
Maciej Zworski
partial differential equations,
microlocal analysis, mathematical physics. |
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