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Cycle decompositions IV: complete directed graphs and fixed length directed cycles
- Alspach, Brian, Galvas, Heather, Šajna, Mateja, Verrall, Helen
Honeycomb toroidal graphs are Cayley graphs
- Alspach, Brian, Dean, Matthew
On the Hamilton connectivity of generalized Petersen graphs
- Alspach, Brian, Liu, Jiping
Hamilton paths in Cayley graphs on generalized dihedral groups
- Alspach, Brian, Chen, C. C., Dean, Matthew
Paley graphs have Hamilton decompositions
- Alspach, Brian, Bryant, Darryn, Dyer, Danny
Small 2-coloured path decompositions
- Alspach, Brian, Dyer, Danny, Heinrich, Kathy
Johnson graphs are Hamilton-connected
- Alspach, Brian
Orthogonal projection and liftings of Hamilton-decomposable Cayley graphs on abelian groups
- Alspach, Brian, Caliskan, Cafer, Kreher, Donald L.
Pancyclicity and Cayley graphs on abelian groups
- Alspach, Brian, Bendit, Theo, Maitland, Christopher
Vertex-transitive graphs of prime-squared order are Hamilton-decomposable
- Alspach, Brian, Bryant, Darryn, Kreher, Donald L.
Hamilton paths in Cayley graphs on Coxeter groups: I
On automorphism groups of graph truncations
- Alspach, Brian, Dobson, Edward
On factorisations of complete graphs into circulant graphs and the Oberwolfach problem
- Alspach, Brian, Bryant, Darryn, Horsley, Daniel, Maenhaut, Barbara, Scharaschkin, Victor
Pancyclicity and Cayley graphs on generalized dihedral groups
- Alspach, Brian, Muir, Alexander
The Friedlander-Gordon-Miller conjecture is true
- Alspach, Brian, Kreher, Donald L., Pastine, Adrián
On factor-invariant graphs
- Alspach, Brian, Khodadadpour, Afsaneh, Kreher, Donald L.
On strongly sequenceable abelian groups
- Alspach, Brian, Liversidge, Georgina
Sequencing partial Steiner triple systems
Variations on the Sequenceable Theme
Honeycomb toroidal graphs
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