On the abstract groups (3; n; p; 2) (2007)
x0. Introduction. The groups (m; n; p; q) = ha; b j a
Martin Edjvet, Nottingham Ng Rd, James Howie, Gerhard Rosenberger, Richard M. Thomas
Finite generalized tetrahedron groups with a high-power relator
Intersections of Magnus subgroups and embedding theorems for cyclically presented groups (2006)
A Magnus subgroup of a one-relator group is the free subgroup freely generated by a proper subset of the generators. Two such subgroups can intersect in the obvious way or in a larger, exceptional...
Cyclic Presentations of the Trivial Group (2001)
Edjvet, Martin, Hammond, Paul, Thomas, Nathan
We report on a compuational group theory experiment involving a search for cyclic presentations of the trivial group. The list of such presentations obtained includes counterexamples to a conjecture...