We will use this theory to classify joint invariants and joint differential invariants of some transformation groups.
我们将利用该理论对一些特殊变换群的联合不变量、联合微分不变量进行分类。
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。
We will manifest the existence of the transformation groups of order 192 and 384 by studying the transformations and rotation relations.
通过研究特殊四阶幻方的变换，结合对称群中的置换元素相互作用生成的轮换关系，给出了192阶和384阶变换群。
In this paper, the symmetries and Lie algebra of a coupled nonlinear wave equation were discussed. One-parameter transformation groups of this equation were obtained by using the symmetries.
主要考虑非线性波方程组的一些简单对称及其构成的李代数，并利用所得对称给出该方程组的一些单参数变换群。
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。
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。
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