The reasoning process called for by Boolean algebra are implemented through switches acting as electronics logic circuits.
布尔代数所需的推理过程是通过开关来实现的，这些开关起着逻辑电路的作用。
Rough sets theory provides a framework in which indiscernibility relations and Boolean reasoning form a foundation for data reduction and decision rule generation.
粗糙集理论的概念性框架之一就是利用不可分辨关系和布尔推理作为数据约简和获取决策规则的基础。
Different mechanisms of degenerating a computational verb rule into a Boolean rule are presented. Based onthe verb similarities of the simplest computational verb reasoning method is given.
不同机制的计算规则动词退化到布尔规则和基于动词相似性的简单计算动词的精确推理方法将被给出。
Different mechanisms of degenerating a computational verb rule into a Boolean rule are presented. Based onthe verb similarities of the simplest computational verb reasoning method is given.
不同机制的计算规则动词退化到布尔规则和基于动词相似性的简单计算动词的精确推理方法将被给出。
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