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A Family of Multimagic Squares Based on Large Sets of Orthogonal Arrays by Zhang, Yong; Chen, Kejun is a scholarly article available to read on EtoBox.

What is A Family of Multimagic Squares Based on Large Sets of Orthogonal Arrays about?

Large set of orthogonal arrays (LOA) were introduced by D. R. Stinson, and it is also used to construct multimagic squares recently. In this paper, multimagic squares based on strong double LOA are further investigated. It is proved that there exists an MS$(q^{2t-1},t)$ for any prime power $q\geq 2t-1$ with $t\geq3$, which provided a new family of multimagic squares.

Author

Zhang, Yong; Chen, Kejun

Published

2016

Language

EN