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1)  3 spin character(table)
3旋量特征标(表)
2)  character table
特征标表
1.
In this paper, the authors classify the finite groups which satisfy one of the following conditions: (1* ) at most one zero in every column of the character table of finite group G; (2* ) there are two zeros in only one column, but there is at most one zero in each other column of the character table of a finite group.
给出了特征标表中每列至多有一个零点和特征标表中只有一列恰有两个零点,其余每列至多有一个零点的有限群的分类。
2.
A great deal of informationabout groups can be got from their character tables.
有限群的表示理论与结构理论联系紧密,从群的特征标表可以得到群的结构方面的许多信息,因此确定某些群的特征标表具有一定的意义。
3.
If there are very little zero points in the character table of G, then the structure of G can be restricted.
当G的特征标表中零点个数很少时,可以期望G的群论结构有很大限制。
3)  scalar description
标量表征
1.
There are not only scalar descriptions,but also vector representations.
迄今为止,人们已提出很多方法描述非傍轴条件下的高斯光束,既有标量表征,也有矢量表征。
4)  complex character table
复特征标表
1.
In this paper,it is given that the complex character tables of symmetric group S5 and alternating group A5,by means of elementary knowledge of complex character on finite group.
利用有限群复特征标的基本性质,求出了对称群S5和交错群A5的复特征标
2.
By means of basic properties of the complex character on finite groups, this paper gives the complex character tables of the symmetric group S 6 and the alternating group A 6 .
运用有限群复特征标的基本性质 ,获得了对称群S6和交错群A6的复特征标
5)  group character(table)
群特征标(表)
6)  rotation eigenvector
旋转特征向量
1.
Let H be a complex separable Hilbert space, T be a bounded linear operator on H , then the subspaces spanned by the supports of Borel probability measures on H which are invariant under T and have strong second moment concides with the subspaces spanned by rotation eigenvectors for T .
设T是复的可分Hilbert空间H上的有界线性算子,那么关于T不变的有强二阶矩的Borel概率测度的支集全体张成的闭线性子空间等于T的旋转特征向量全体张成的闭线性子空间。
补充资料:标表
1.标明。 2.标榜,宣扬。 3.表率,榜样。 4.仪表,风采。
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