[70] Peter D. Loly & George P. H. Styan (2010/2011). Philatelic Latin
squares. In Proceedings of the Canadian Society for History and Philosophy
of Mathematics/Société Canadienne d’Histoire et de Philosophie
des Mathématiques, 23, 273–297.
[69] Peter
Loly and George Styan, "Comments on 5x5 Philatelic Latin Squares", CHANCE, 23, No. 2, (2010) 57-62.
[68] Peter
Loly and George Styan, "Comments on 4x4 Philatelic Latin Squares", CHANCE, 23, No. 1, (2010) 57-62.
[67] Peter Loly, Ian Cameron, Walter Trump and Daniel Schindel, "Magic square
spectra", Linear Algebra and its Applications, 430 (2009) 2659-2680. [link] This is an update of the main part of the lead keynote talk at IWMS16,
June
1-3, 2007, Windsor, Ontario.
Direct download from: http://www.sciencedirect.com/science/journal/00243795/430/10
[66] Peter D. Loly, Franklin Squares: A Chapter in the Scientific
Studies of Magical Squares, Complex Systems 17 (2007) 143-161
[65] Daniel Schindel, Matthew Rempel and Peter Loly, "Enumerating the bent diagonal squares of Dr Benjamin Franklin
FRS", Proceedings of the Royal Society A: Physical, Mathematical and Engineering, 462, 2271-2279
Adam Rogers and Peter Loly, " The electric
multipole expansion for a magic cube ", European Journal of Physics 26
(2005) 809-813.
Adam Rogers and Peter Loly, " Rotational sorcery - The inertial properties of magic
squares and cubes ", Canadian Undergraduate Physics
Journal, III(2), 25, 2005.
P. D. Loly and M. Steeds, " A New Class of Pandiagonal Squares , International Journal of
Mathematical Education in
Science and Technology, Vol. 36, No.4, 2005, 375-388 "
Adam Rogers and Peter Loly, " The Inertia Tensor of Magic Cubes ", American
Journal of Physics, 72(6), 786-9, June 2004
P. D. Loly, " The Invariance of the Moment
of
Inertia of Magic Squares ", The Mathematical Gazette, 88(511), 151-3, March 2004.
P. D. Loly, " Scientific Studies of Magic Squares , 7th International History, Philosophy of
Science and Science Teaching Conference
Proceedings, Winnipeg, 2003: 553-563."
W. Chan and P. D. Loly, " Iterative
Compounding of Square Matrices to Generate Large-Order Magic Squares ", Mathematics Today, 38(4), 113-118, August
2002.
P. D. Loly.
" A Logical Way of Ordering the Trigrams and Hexagrams of the Yijing." The Oracle - The Journal of Yijing Studies,
vol. 2, no. 12, January 2002, p. 2-13).
P. D. Loly. " A purely pandiagonal 4*4 square
and the Myers-Briggs Type Table." J. Rec. Math., 31(1), 29-31,
2002/2003.