1 citations · 2 across the 4 of their papers we have counts for
4 papers
Latin bitrades, dissections of equilateral triangles and abelian groups
Ales Drapal, Carlo Hamalainen, Viteslav Kala
Let be a spherical latin bitrade. With each associate a set of linear equatio…
An enumeration of spherical latin bitrades
Ales Drapal, Carlo Hamalainen, Dan Rosendorf
A latin bitrade (T1, T2) is a pair of partial latin squares which are disjoint, occupy the same set of non-empty cells, and whose corresponding rows and columns contain the same se…
Buchsteiner loops: associators and constructions
Ales Drapal, Michael Kinyon
Let be a Buchsteiner loop. We describe the associator calculus in three variables, and show that if is not conjugacy closed. We also show that if…
Latin bitrades derived from groups
Nicholas J. Cavenagh, Ales Drapal, Carlo Hamalainen
A latin bitrade is a pair of partial latin squares which are disjoint, occupy the same set of non-empty cells, and whose corresponding rows and columns contain the same set of entr…