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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. |
| Thierry Gallay
fluid mechanics, vortex dynamics,
nonlinear parabolic PDEs, traveling waves, infinite-dimensional dynamical systems |
David Gérard-Varet |
| Colin Guillarmou |
Ursula Hamenstaedt
dynamical systems, spectral theory
|
| Sebastian Herr
dispersive partial differential
equations and Fourier analysis |
Peter Hintz |
| Vadim Kaloshin |
Jonathan Wing-hong Luk
nonlinear partial differential
equations, general relativity, mathematical physics |
| Anna L. Mazzucato |
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. |
| Omar Mohsen
operator algebras, non-commutative
geometry, microlocal analysis, geometric analysis, differential geometry, spectral theory. |
Clément Mouhot
nonlinear analysis and PDEs of
kinetic theory and many-body systems |
| Igor Rodnianski
partial differential equations and
mathematical physics
|
Xavier Ros Oton
elliptic and parabolic PDE, free
boundary problems, nonlocal equations |
| Nicolas Rougerie
mathematical physics, many-body
quantum mechanics, scaling limits of particle systems, statistical mechanics |
Yum-Tong Siu
several complex variables, geometric
analysis, differential geometry and algebraic geometry |
| Gunther Uhlmann
inverse problems, microlocal analysis,
scattering theory, equations with multiple characteristics. |
András Vasy
microlocal analysis, scattering theory
and wave propagation |
| Jim Wright
Fourier analysis, discrete harmonic analysis
and number theory |
Maciej Zworski
partial differential equations,
microlocal analysis, mathematical physics. |
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