本文从变换的观点，提出两种有限集分配律统筹检验的一般方法。
From the point of view of transformation, this paper, presented two general methods of verification as a whole about the distributive law of finite sets.
依共沉淀的条件不同，微量组分分别按均匀分配律和对数分配律进行分配。
The microcomponent can be distributed between the two phases by either homogeneous distribution law or logarithmic distribution law depending on different conditions of its coprecipitations.
对基于操作的结合律与分配律进行变换的强时间约束条件下的调度算法提出了改进。
The paper propose some improvements on the scheduling optimization algorithm under strong time constraints which bases on the associativity and distributivity properties of arithmetic operations.
实际应用中给出一种简化算法：一边从信息表中提取差别元素构成合取范式，一边用分配律、吸收律作逻辑公式的等价变换，直接得到最小析取范式。
A simplified method is given in practice: on the one side, it extracts the differential elements to construct conjunctive normal form from the information table.
实际应用中给出一种简化算法：一边从信息表中提取差别元素构成合取范式，一边用分配律、吸收律作逻辑公式的等价变换，直接得到最小析取范式。
A simplified method is given in practice: on the one side, it extracts the differential elements to construct conjunctive normal form from the information table.
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