All regular graphs of small odd order are vertex-magic
- Kimberley, Jason S., MacDougall, James A.
Consecutive integers with equally many principal divisors
- Eggleton, Roger B., MacDougall, James A.
Cyclic polygons with rational sides and area
- Buchholz, Ralph H., MacDougall, James A.
Degree sequences and poset structure of order 9 graphs
- Adams, Peter, Eggleton, Roger B., MacDougall, James A.
Graphs which are linked cycles
- Adams, Peter, Eggleton, Roger, MacDougall, James A.
Graphs which are linked structures
- Eggleton, Roger, Adams, Peter, MacDougall, James A.
Graphs with a given degree sequence
- Adams, Peter, Eggleton, Roger B., MacDougall, James A.
Heron quadrilaterals with sides in arithmetic or geometric progression
- Buchholz, Ralph H., MacDougall, James A.
Minimally triangle-saturated graphs: adjoining a single vertex
- Eggleton, Roger B., MacDougall, James A.
Principal divisor ranks of the first trillion positive integers
- Eggleton, Roger B., Kimberley, Jason S., MacDougall, James A.
Principal rank plateaux in the integers beyond 10¹²
- Eggleton, Roger B., Kimberley, Jason S., MacDougall, James A.
Rational and Heron tetrahedra
- Chisholm, C., MacDougall, James A.
Rational tetrahedra with edges in arithmetic progression
- Chisholm, Catherine, MacDougall, James A.
Rational tetrahedra with edges in geometric progression
- Chisholm, C., MacDougall, James A.
Runs of integers with equally many distinct prime factors
- Eggleton, Roger B., Kimberley, Jason S., MacDougall, James A.
Sparse anti-magic squares and vertex-magic labelings of bipartite graphs
- Gray, I. D., MacDougall, James A.
Sparse semi-magic squares and vertex-magic labelings
- Gray, I. D., MacDougall, James A.
- Eggleton, Roger B., Kimberley, Jason S., MacDougall, James A.
Strong edge-magic graphs of maximum size
- MacDougall, James A., Wallis, W. D.
Strong VMTLs of odd order 2-regular graphs
- Kimberley, Jason S., MacDougall, James A.
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