Journal of the Australian Mathematical Society - Editors
Staff and addresses
The Editors of the Journal are Jonathan Borwein and George Willis (University of Newcastle, Australia). Contact them regarding all policy matters: email@example.com.
Decisions concerning publication of papers are made by the Editor based on reports of referees and advice from Associate Editors.
The Secretary of the journal is Judith Borwein. Contact her about the status of papers submitted, all matters concerning receipt of letters, to make deliveries of electronic source and on any other matters not covered above.
The list of Associate Editors, together with a brief description of their area of interests, is as follows.
|Editors in chief||Area of interests|
|J.M. Borwein||calculus of variations and optimal control, optimization and approximation theory, functional analysis, classical analysis, computational number theory|
|G. Willis||topological algebra and functional analysis|
|Associate editors||Area of interests|
|B. Alspach||graph theory and combinatorics|
|L.M. Batten||finite geometries, designs, cryptology|
|D. Chan||algebraic geometry and non-commutative algebra|
|B. Gardner||ring theory|
|A.M. Hassell||partial differential equations, harmonic analysis and geometric analysis|
|A. Henderson||algebra and representation theory, group theory and generalizations|
|M.G. Jackson||universal algebra, semigroups|
|V. Jeyakumar||convex analysis and optimisation|
|F. Larusson||complex analysis, complex algebraic and analytic geometry|
|B. Martin||group theory and generalizations, algebraic geometry, algebraic groups, computational algebra, and finite geometry|
|C. Meaney||harmonic analysis, lie groups and homogeneous spaces|
|W. Moors||functional analysis and topology|
|M.K. Murray||differential geometry and topology, mathematical physics|
|I.E. Shparlinski||number theory|
|A. Sims||operator and Banach algebras, functional analysis|
|V.T. Stefanov||probability and statistics|
|T. Tao||Fields Medalist|
|W. Zudilin||number theory, special function theory|