Editorial Interests

  • 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

  • Ross Geoghegan
    Topology, geometric group theory, fixed point theory

  • Marco Grandis
    Category theory, homotopy theory

  • Graham Hall
    Mathematical relativity theory, differential geometry

  • Nick Inassaridze
    Homological and homotopical algebra, cyclic homology

  • David Jordan
    Non-commutative ring theory

  • Manfred Kolster
    Algebraic number theory, algebraic K-theory

  • Pekka Koskela
    Geometric analysis

  • Benedikt Löwe
    Mathematical logic, foundations of mathematics, mathematical foundations of computer science

  • Kohji Matsumoto
    Number theory, zeta theory

  • Vicente Muñoz
    Algebraic geometry, symplectic geometry, topology

  • Lars-Erik Persson
    Functional analysis, mathematical inequalities, interpolation theory, homogenization theory

  • Teimuraz Pirashvili
    Homological algebra, algebraic topology, representation 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
  • 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

  • Karen Collins
    Algebraic combinatorics, graph theory

  • Wojciech Gajda
    Arithmetic algebraic geometry, algebraic K-theory, number theory

  • Amiran Gogatishvili
    Theory of functions, functional analysis, weight theory of integral operators

  • Joseph Gubeladze
    combinatorial commutative algebra, homological and K-theoretical aspects of algebraic combinatorics, lattice polytopes and related discrete structures.

  • Hvedri Inassaridze
    Homotopical algebra, K-theory, non-commutative geometry

  • George Janelidze
    Category theory, Galois theory

  • George Khimshiashvili
    Differential geometry, complex analysis

  • Mark Kon
    Mathematical physics, functional analysis, mathematical learning theory

  • Michael Lacey
    Probability, harmonic analysis, ergodic theory, dynamical systems

  • Kirill Mackenzie
    Differential geometry: Lie groupoids and Lie algebroids, connection theory, Poisson geometry, multiple and higher-order structures

  • Jan van Mill
    Set theoretic topology, general topology, infinite-dimensional topology

  • David Natroshvili
    Theory of elasticity, wave propagation (scattering) problems, potential theory and integral equations, equations of mathematical physics.

  • Ryszard Nest
    Non-commutative geometry, K-theory

  • Roger Plymen
    Non-commutative geometry, representation theory

  • Gerhard Roehrle
    Group theory, Lie theory, representation theory

  • Theodore Simos
    Numerical analysis, computational sciences

  • Efim Zelmanov
    Group theory, ring theory, Lie algebras