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逻辑方阵类型再探 被引量:1

On the Type of Logical Square
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摘要 古罗马哲学家波伊提乌(即鲍依修斯)构建完整的逻辑方阵以来,通过前贤不断探索,将表记对象扩展到包含两个以上命题变元组成的命题和推理形式,完成了包含简单命题、复合命题、复合推理及其交叉领域的逻辑方阵建构体系。为便于认知,对逻辑方阵进行科学分类尤为必要。以为逻辑方阵根据表记对象的逻辑形式的数量多少,分为平面型逻辑方阵和立体型逻辑方阵;根据表记对象命题变元数量不同,分为简单型逻辑方阵和复杂型逻辑方阵。简单型逻辑方阵和复杂型逻辑方阵均有基本类型和派生类型。这样的分类对全面把握逻辑方阵体系的建构规律有现实意义。 Since the ancient Roman philosopher Anicius Manlius Severinus Boethius(Boethius)built a complete logical square,through the continuous exploration of predecessors,he expanded the notation object to propositions and reasoning forms composed of more than two propositional variables,and completed the construction system of logical square including simple propositions,composite propositions,composite reasoning and their cross fields.In order to facilitate cognition,it is particularly necessary to scientifically classify the logical square.The author thinks that the logical square can be divided into plane logical square matrix and three-dimensional logical square according to the number of logical forms of the representation object.According to the number of proposition variables of the representation object,it is divided into simple logic matrix and complex logical square.Simple logic matrix and complex logical square have basic types and derived types.Such classification is of practical significance to comprehensively grasp the construction law of logical square system.
作者 李贤军 王玲 LI Xian-jun;WANG Ling(College of Chinese Language and Literature,Guizhou Minzu University,Guiyang,Guizhou 550025,China)
出处 《贵州工程应用技术学院学报》 2021年第6期73-79,共7页 Journal of Guizhou University Of Engineering Science
关键词 逻辑方阵 平面型 立体型 简单型 复杂型 基本类型 派生类型 Logical Square Plane Type Three Dimensional Type Simple Type Complex Type Basic Type Derived Type
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