摘要
给出了单偶数阶和双偶数阶非等比数列乘幻方的构造方法，把乘幻方的研究从等比数列推广到了非等比数列；探讨了以任给自然数N为偶阶乘幻方值构造非等比数列乘幻方．
The author of this article offers a construction method for the multiplier magic square of the non-geometric progression which includes single even order and double even order. Using this method the study field of multiplier magic square can be expanded from the geometric progression to the non-geometric progression. It initia1ly probes whether any natural number N can be used as a mumerical value of even order multiplier magic square to construct a multiplier magic square of non-geometric progression.
出处
《吉林大学自然科学学报》
CAS
CSCD
1997年第2期17-21,共5页
Acta Scientiarum Naturalium Universitatis Jilinensis
关键词
加幻方
非等比数列
乘幻方值
偶阶
additive magic squares, multiplier magic square of non-geometric progression, numerical value of multiplier magic square,construction
