从群的角度出发，导出了量子力学中的基本力学量与对称变换群中的生成元的关系式。
This paper derives the relationship between the fundamental mechanical quantity in quantum mechanics and the generation element in symmetry transformation group.
首先说明概念是文本中最基本的属性，概念之间存在着合取运算，概念集基于合取运算的生成变化关系构成一个概念幺半群。
By analyzing the basic attributes of the documents and the relationship of these attributes, a conceptual uni-semigroup can describe the relation of concept sets based on the conjunctive operation.
介绍了积分半群及积分半群的解析族，阐述了积分半群的无穷小生成元解析、积分半群解析和预解式解析三者之间的关系。
The paper introduces integrated semi-groups and analytic families of integrated semi-groups, the relations among the three natural ways to understand "analyticity" of the family are clarified.
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。
We will manifest the existence of the transformation groups of order 192 and 384 by studying the transformations and rotation relations.
还给出了为有限个主理想的并的交换序半群类中的诺特性，阿基米德性，正则性以及有限生成性之间的一些关系。
In this paper using the concept of the main middle ideal gives a condition of the soft algebra as a direct product of chains.
还给出了为有限个主理想的并的交换序半群类中的诺特性，阿基米德性，正则性以及有限生成性之间的一些关系。
In this paper using the concept of the main middle ideal gives a condition of the soft algebra as a direct product of chains.
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