- David Applebaum
Probability, stochastic processes, stochastic analysis, infinite dimensional
analysis, quantum probability, mathematical finance.
- John Ball
Elasticity theory, calculus of variations, infinite-dimensional dynamical systems
- Guram Bezhanishvili
Non-classical logics, lattice theory, general topology, universal algebra
- Dan Burghelea
Differential topology, geometric analysis, K-theory
- Alberto Cattaneo
Symplectic and Poisson geometry,
homotopical algebra in mathematical physics
- Alex Chigogidze
General topology, geometric topology, functional analysis
- Vasily Dolgushev
Homotopy algebras, noncommutative geometry, category theory and mathematical physics
- Roland Duduchava
Boundary value problems for partial differential equations, equations of mathematical physics, elasticity theory, Maxwell equations, pseudodifferential equations, nonlinear Boltzman equations, one and multilinear singular integral equations, discrete and integral convolution equations, approximate solutions of integral equations
- Wojciech Gajda
Arithmetic algebraic geometry, algebraic K-theory, number theory
- Amiran Gogatishvili
Theory of functions, functional analysis, weight theory of integral operators
- Hvedri Inassaridze
Homotopical algebra, K-theory, non-commutative geometry
- George Janelidze
Category theory, Galois theory
- Dmitry Kaledin
Algebraic geometry, holomorphic symplectic geometry, homological algebra, Hodge theory, p-adic Hodge theory, algebraic K-theory
- Linus Kramer
Tits buildings, symmetric spaces, nonpositive curvature, submanifold geometry, Lie groups, algebraic groups, classical groups, geometric group theory, geometric topology, homogeneous spaces.
- Mark Kon
Mathematical physics, functional analysis, mathematical learning theory
- Michael Lacey
Probability and harmonic analysis
- Russell Lyons
Combinatorics, Probability, Analysis,
Dynamical Systems and Ergodic Theory, Mathematical Physics
- Kohji Matsumoto
Number theory, zeta theory
- Alexander Meskhi
Harmonic analysis and applications in partial differential equations
- Vicente Muñoz
Algebraic geometry, symplectic geometry, topology
- Ryszard Nest
Non-commutative geometry, K-theory
- Tomas Recio
Applied mathematics, computer algebra, algebraic geometry
- Eugene Shargorodsky
Partial differential and integral equations, functional analysis
- Rainer Vogt
Algebraic topology, category theory, homological algebra
- Matti Vuorinen
Analysis, geometric function theory
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- Malkhaz Bakuradze
Algebraic topology, cobordism theory, Morava K-theory
- Peter Bates
Infinite-dimensional dynamical systems, nonlinear elliptic and parabolic partial
differential equations, phase transitions, mathematical biology
- Victor Buchstaber
Algebraic topology, groups actions, functional equations, abelian functions in
mathematical physics
- Maria Carro
Real and functional analysis, harmonic analysis
- Christophe Cheverry
Linear and nonlinear hyperbolic partial differential equations, propagation of
singularities, nonlinear geometric optics
- Ross Geoghegan
Topology, geometric group theory, fixed point theory, homological algebra
- Marco Grandis
Category theory, homotopy theory
- Joseph Gubeladze
Combinatorial commutative algebra, Homological and K-theoretical aspects
of algebraic combinatorics, Lattice polytopes and related discrete
structures
- Graham Hall
Mathematical relativity theory, differential geometry
- Nick Inassaridze
Homological and homotopical algebra, cyclic homology
- David Jordan
Non-commutative ring theory
- Sergo Kharibegashvili
Linear and nonlinear, normally and degenerated hyperbolic partial
differential equations and systems, multidimensional versions of Cauchy
characteristic, Darboux and Goursat problems, nonlocal problems,
existence and nonexistence of global solutions, blow-up of solutions.
- Manfred Kolster
Algebraic number theory, algebraic K-theory
- Pekka Koskela
Geometric analysis
- Temur Kutsia
Unification, rule-based programming, rewriting, automated reasoning, symbolic computation techniques for unranked terms and hedges
- Benedikt Löwe
Mathematical logic, foundations of mathematics, mathematical foundations of computer science
- Kirill Mackenzie
Differential geometry: Lie groupoids and Lie algebroids, connection
theory, Poisson geometry, multiple and higher-order structures
- David Natroshvili
Theory of elasticity, wave propagation (scattering) problems, potential theory and
integral equations, equations of mathematical physics.
- Lars-Erik Persson
Functional analysis, mathematical inequalities, interpolation theory,
homogenization theory
- Roger Plymen
Non-commutative geometry, representation theory
- Efim Zelmanov
Group theory, ring theory, Lie algebras
- Gerhard Roehrle
Group theory, Lie theory, representation theory
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