3 citations · 5 across the 3 of their papers we have counts for
3 papers
math.HO2020★ 1 cited
Frierson's 1907 Parameterization of Compound Magic Squares Extended to Orders 3^{l}, l=1,2,3,..., with Information Entropy
Peter D. Loly, Ian D. Cameron
Frierson used a powerful parameterization of the pattern of the order 3 associative magic square to construct a family of six related order 9 compound (or composite) magic squares,…
math.HO2017★ 1 cited
Powers of doubly-affine integer square matrices with one non-zero eigenvalue
Peter Loly, Ian Cameron, Adam Rogers
When doubly-affine matrices such as Latin and magic squares with a single non-zero eigenvalue are powered up they become constant matrices after a few steps. The process of compoun…
math.CO2017★ 3 cited
Compounding Doubly Affine Matrices
Adam Rogers, Ian Cameron, Peter Loly
Weighted sums of left and right hand Kronecker products of Integer Sequence Doubly Affine (ISDA) as well as Generalized Arithmetic Progression Doubly Affine (GAPDA) arrays are used…