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| Affiliation: | University of Cambridge |
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| Last login: | 11 May 2023, 7:42 a.m. |
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- Symmetries of the free-factor complex and commensurator rigidity
- Coarse embeddings, and yet more ways to avoid them
- On profinite properties of free-by-cyclic groups
- Subgroups of hyperbolic groups, finiteness properties and complex hyperbolic lattices
- Title to be confirmed
- Growth and subgroups of Out(F_n).
- Stable commutator length in free and surface groups
- The profinite and pro-p genus of free and surface groups.
- Do moduli spaces of surfaces exist? and the mapping class group.
- The rates of growth in a hyperbolic group
- Computing high-dimensional group cohomology via duality
- Amenable open covers of right-angled Artin groups
- Hierarchically hyperbolic groups: an introduction
- Detecting free factors in profinite completions
- Braiding Groups of Homeomorphisms of the Cantor Set
- Duality groups and Cohen-Macaulay spaces
- Discrete group actions on 3-manifolds and embeddable Cayley complexes.
- Computing bounded cohomology of discrete groups
- Quantifying lawlessness in finitely generated groups
- Real cubings
- Title to be confirmed
- Profinitely Rigid Seifert Fibered Spaces and Grothendieck’s Problem
- Title to be confirmed
- Codimension-1 subgroups of hyperbolic groups with spherical boundary
- Laudenbach’s sequence for mapping class groups of connect sums of S^2 x S^1
- A cubical Rips Construction
- Whitehead's algorithm for free groups and the free factor complex
- Euler characteristics for complexes of graphs
- Title to be confirmed
- Title to be confirmed
- The isomorphism problem for Artin groups.
- Equations in periodic groups
- Title to be confirmed
- Hyperplanes all over the place
- Title to be confirmed
- A Deligne complex for Artin monoids
- A Deligne complex for Artin monoids
- Fixed points of group homomorphisms and the Post Correspondence Problem
- Groups acting properly on (products of) hyperbolic graphs
- Character varieties of random groups
- Parabolic subgroups of two-dimensional Artin groups and systolic-by-function complexes
- When does a one-relator group have a quasi-convex hierarchy?
- Hyperplanes all over the place
- The taut spectrum and the Eilenberg-Ganea problem
- Combinatorics via Closed Orbits: Vertex Expansion and Graph Quantum Ergodicity
- Geometric approximate group theory
- Quasi-trees and product set growth
- All finitely generated 3-manifold groups are Grothendieck rigid
- About higher graph manifolds
- Algebraically hyperbolic groups
- Virtually unipotent elements of 3-manifold groups
- The compressed word problem in relatively hyperbolic groups
- Rank gradient, cost, and simplicial volume
- Super-expanders
- Kaplansky's conjectures
- Some elementary correspondence in group theory (with applications to algebra/geometry)
- An algebraic approach to residually nilpotency
- Curve Graphs and Surface Diffeomorphism Groups
- Cubulating groups acting on polygonal complexes
- Stable commutator length on RAAGs
- Understanding wreath products and invariable generation
- Linear isoperimetric functions for surfaces in hyperbolic groups
- New examples of groups of intermediate growth
- Random 3-manifolds with boundary
- Topological completions of quasi-actions and discretisable spaces
- Accessibility of partially acylindrical actions
- Quasi-isometric rigidity of graphs of free groups with cyclic edge groups
- The minimal diameter of a hyperbolic surface
- Title to be confirmed
- Title to be confirmed
- Coherence of random groups
- Amenable groups and Noetherian group rings
- Polynomial-time proofs that groups are hyperbolic
- Counting incompressible surfaces in 3-manifolds
- Ramanujan cubical complexes and non-residually finite groups in dimensions three and higher
- Approximate lattices in amenable groups
- Incoherence and virtual fibering of free-by-free groups.
- Three dichotomies for connected unimodular Lie groups.
- Contractibility of acyclic 2-complexes
- Conjugator length
- Approximate actions and Ulam stability
- Scl gaps in graph of groups and 3-manifolds
- Quantifying local embeddings into finite groups
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