The Bulletin, Journal and Transactions of the London Mathematical Society share an Editorial Board. Papers should be submitted to the London Mathematical Society, naming the most appropriate member of the Editorial Board to whom the paper should be forwarded.

Editor's name 
Specialist Area 

C E Barwick  Homotopy theory and algebraic Ktheory 
K U Baur  Algebra and representation theory 
A Bayer  Algebraic geometry 
W Bergweiler  Complex analysis and complex dynamics 
R R J Bocklandt  Noncommutative geometry and representation theory 
J A Carrillo  Nonlinear PDEs, numerical analysis of PDEs, and calculus of variations 
D Conlon  Combinatorics 
A Corti  Algebraic geometry 
D A Craven  Algebra and representation theory 
D Crisan  Stochastic analysis 
F Diamond  Automorphic forms and Galois representations 
C W Eaton  Finite groups and representation theory 
A Fink  Algebraic combinatorics 
T A Fisher  Computational number theory 
J H Giansiracusa  Tropical geometry and algebraic topology 
A Harper  Analytic and probabilistic number theory 
A K Haynes  Analytic number theory, dynamical systems 
G Hiss  Computational algebra 
T Hytönen  Harmonic analysis and operator theory 
S B Iyengar  Commutative algebra 
A Juhász  Geometric topology 
G E Knese  Operator theory and complex analysis 
T Lamm  Calculus of variations, geometric analysis and PDEs 
N S Larsen  Operator algebras and free probability theory 
A D Lauda  Representation theory and quantum topology 
P A Linnell  Discrete groups and cohomology 
D D Long  Lowdimensional topology, geometry and discrete groups 
H D Macpherson  Logic and connections to algebra and geometry 
O Maleva  Functional analysis, Banach spaces and geometric measure theory 
M Marletta  Ordinary and partial differential equations 
K McGerty  Algebra and representation theory 
A Némethi  Singularity theory 
N Nikolov  Finite group theory 
T Orponen  Geometric measure theory and fractal geometry 
S M Rees  Complex dynamics and dynamics 
J L Rodrigo  Nonlinear analysis and PDEs 
J A Ross  Algebraic and differential geometry 
T Sanders  Discrete analysis 
F Schulze  Differential geometry, geometric analysis and PDEs 
D Segal  Group theory 
A N Skorobogatov  Arithmetic geometry 
B Stovall  Harmonic analysis 
I A B Strachan  Integrable systems and mathematical physics 
J M Talbot  Graph theory and combinatorics 
J A Thorne  Algebraic number theory 
C Tretter  PDEs and spectral theory 
A G Turner  Probability and stochastic analysis 
C Walkden  Ergodic theory and dynamical systems 
C Wendl  Symplectic and contact topology 
H J R Wilton  Geometric group theory and lowdimensional topology 
W Zwonek  Complex analysis and pluripotential theory 