most citedLatin bitrades, dissections of equilateral triangles and abelian groups

1 citations · 1 across the 3 of their papers we have counts for

collaborators

3 papers

math.CO2009★ 1 cited

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…

math.CO2009

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…

math.GR2008

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…