In the last part, we further generalize left symmetric algebra and left symmetric structure on Lie algebras into Lie color algebras.
最后一部分中，我们讨论左对称代数和李代数上的左对称结构在着色李超代数中进一步的推广。
We used the relationship of the Riemann symmetric space and the symmetric algebra, a matrix inequality to provided a estimate sectional curvature of a complex manifold.
利用黎曼对称空间同正交对称李代数之间的密切关系及一个矩阵不等式给出了一个复流形上截面曲率的上界的精确估计。
In the present paper, the algebra property of Riemannian manifold which is contained some special semi symmetric connection is given.
讨论特殊半对称联络的黎曼流形，给出了该流形曲率张量的一个代数结构。
And give general forms of every class of degenerate operator algebras by the representations of this algebra and constructions of symmetric ideals.
并通过算子代数的分解以及对称理想的结构给出各类退化算子代数的一般形式。
This paper characterizes symmetric ternary cellular automata (CA -3) with the help of matrix algebra.
本文提出对称三值系统中的元胞自动机(CA -3)的特征化表示方法。
This paper characterizes symmetric ternary cellular automata (CA -3) with the help of matrix algebra.
本文提出对称三值系统中的元胞自动机(CA -3)的特征化表示方法。
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