On the basis of the study on magic squares of order 4n, a method of constructing magic cubes of order 4n is discovered.
在4n阶幻方构造研究的基础上，一种4n阶幻立方构造方法被发现。
In this paper, the transformation groups of special magic squares of order 4 and the classification of magic squares are considered.
本篇文章考虑了特殊四阶幻方的变换群及幻方分类的问题。
On the basis of this method, a simple and convenient way of constructing magic squares the method of Locating Element by square ma...
并在此基础上给出了一种构作幻方的简便方法——方阵定位法。
On the basis of this method, a simple and convenient way of constructing magic squares the method of Locating Element by square Matrixes has been given.
并在此基础上给出了一种构作幻方的简便方法——方阵定位法。
In this paper, a constructive method for a kind of single even order magic squares generated by non geometrical sequences is obtained and realized on computer.
本文得出了一类单偶阶非等比数列乘幻方的构造法并用微机实现它。
Then we divide the special magic squares into different 9 classes under the action of given transformation groups. By making use of the computer programmer, the precise data can be searched.
接着利用变换群将特殊四阶幻方进一步分成了不同形式的9类，辅助于计算机程序可以搜索到具体结果。
The history of Magic or Latin squares dates back thousands of years, to the pyramids of ancient Egypt, and possibly even further back to the first Chinese dynasties.
历史上的魔术或拉丁方可以追溯到几千年前，以金字塔的古埃及，甚至可能进一步回第一中国朝代。
The history of Magic or Latin squares dates back thousands of years, to the pyramids of ancient Egypt, and possibly even further back to the first Chinese dynasties.
历史上的魔术或拉丁方可以追溯到几千年前，以金字塔的古埃及，甚至可能进一步回第一中国朝代。
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