摘要
文[1]利用Kronecker乘积技巧,构造出阶数为n(n≠4t+2,9t+3,9t+6)的全对角线幻方,本文利用等和矩阵的概念,构造阶数为n(n≠4t+2,n≠12t)的全对角线幻方,与文[1]相比,解决了文[1]中部分未能解决的全对角线幻方的构造问题。
the pandiagonal magic squares were constructed in [l] using Kronecker product technique provided the order n≠4t+2,9t + 3,9t + 6. In this paper we define sum-equal matrix and construct pandiagonal magic squares of order n(n≠4t+2,n≠12t). Our method covers all cases of odd order.
出处
《山西大同大学学报(自然科学版)》
1998年第5期1-5,共5页
Journal of Shanxi Datong University(Natural Science Edition)
关键词
行等和矩阵
泛等和方阵
全对角线幻方
Row sum-equal matrix,parsaumequal square,pandiagonal magic square