\(K\)-loops derived from Frobenius groups
Starting with an Abelian group \((V,+)\) and a commutative subgroup \(G\) of \(\Aut(V,+)\), the authors introduce an invariant reflection structure on \(P=G\times V\), construct a \(K\)-loop, and exhibit some of its properties. Under certain conditions, the so obtained \(K\)-loop is an incidence fibered loop.
scientific article; zbMATH DE number 1838893