Principal Editors
John Etnyre	Gorgia Institute of Technology all of geometric topology
Kathryn Hess	Ecole Polytechnique Fédérale de Lausanne all of algebraic topology
	Board of Editors
Julie Bergner	University of Virginia algebraic topology, homotopy theory, homotopical (higher) categories and operads, model categories
Steven Boyer	Université du Québec à Montréal geometric topology, low-dimensional topology, character variety methods
Tara E. Brendle	University of Glasgow geometric group theory, geometric topology, braid groups, mapping class groups
Indira Chatterji	CNRS & Université Côte d'Azur (Nice) geometric group theory, topological K-theory, non-commutative geometry, Lie groups, random walks, (co)homology.
Alexander Dranishnikov	University of Florida geometric topology, especially higher-dimensional and infinite-dimensional; coarse geometry; geometric group theory; Coxeter groups; dimension and cohomological dimension
Tobias Ekholm	Uppsala University, Sweden Floer homology, contact homology, Lagrangian immersions, global differential geometry
Mario Eudave-Muñoz	Universidad Nacional Autónoma de México knot theory, 3-manifold topology
David Futer	Temple University 3-dimensional topology, hyperbolic geometry, geometric group theory
John Greenlees	University of Warwick equivariant topology, commutative algebra in topology, representation theory in topology
Ian Hambleton	McMaster University group actions on manifolds, surgery theory, 4-manifolds
Matthew Hedden	Michigan State University low-dimensional topology, gauge theory, Floer homology, knots theory, link homology and categorification, contact and symplectic geometry, cobordism and concordance
Hans-Werner Henn	Université Louis Pasteur homotopy theory, especially classifying spaces, (unstable) modules over the Steenrod algebra, cohomology of groups
Daniel Isaksen	Wayne State University motivic homotopy theory, stable homotopy groups, abstract homotopy theory, model categories
Thomas Koberda	University of Virginia geometric and combinatorial group theory, group actions on manifolds, connections between topology and logic, mapping class groups, right-angled Artin groups
Markus Land	LMU München homotopy theory (including higher category theory), algebraic K- and L-theory, algebraic topology of high-dimensional manifolds and surgery theory
Christine Lescop	Université Grenoble 1 3-dimensional topology, knot theory, finite-type invariants of knots and 3-manifolds
Robert Lipshitz	University of Oregon low-dimensional Floer theories, gauge theory, low-dimensional topology, categorified knot invariants
Norihiko Minami	Yamato University homotopy theory especially, stable homotopy theory and its applications to geometry, abstract homotopy theory and its applications to algebra
Andrés Navas Flores	Universidad de Santiago de Chile groups and dynamics, low-dimensional dynamical systems, metric geometry
Robert Oliver	Université Paris 13 unstable homotopy theory, especially of classifying spaces of groups and fusion systems; group cohomology; actions of finite groups and compact Lie groups
Jessica S. Purcell	Monash University the overlap of hyperbolic geometry, 3-manifolds, and knot theory
Birgit Richter	Universität Hamburg homotopy theory, applications of homological and homotopical algebra to algebraic topology
Jerome Scherer	Ecole Polytechnique Fédérale de Lausanne abstract homotopy theory, model categories, localization and cellularization, mod-p homotopy theory (Sullivan conjecture and T-functor, unstable modules and algebras), H-spaces, loop spaces and classifying spaces
Vesna Stojanoska	University of Illinois at Urbana-Champaign stable homotopy theory, especially chromatic homotopy theory
Zoltán Szabó	Princeton University 4-manifolds, Floer homology, gauge theory, low-dimensional topology
Maggy Tomova	University of Iowa 3-manifold topology and knot theory
Chris Wendl	Humboldt-Universität zu Berlin symplectic topology, contact geometry, global analysis
Daniel Wise	McGill University geometric group theory
Lior Yanovski	Hebrew University of Jerusalem stable (in particular, chromatic) homotopy theory, higher category theory (including (∞,n)-categories), ambidexterity, algebraic K-theory of ring spectra, topological Hochschild homology

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