复合逻辑方阵研究的新探索——以立体逻辑方阵为例

New Exploration to Compound Square of Opposition Research——Taking Three-dimensional Square of Opposition as Example

根据逻辑方阵的表记对象和范围不断扩大的现实,需对逻辑方阵的图示方法进行复合化研究。构造一个反映八个逻辑形式的真值关系示意图——立体逻辑方阵,它和传统逻辑方阵极为类似,便于识记,也具有普适性特征。立体逻辑方阵还在拓宽推理类型、丰富和完善逻辑永真公式的形成系统等方面有重要的理论意义。

Reality expand unceasingly which according to the square of opposition souvenir object and the scope,must conduct the recombine research to the square of opposition graphical representation method.This article makes a form reflecting eight logical true value relations schematic drawing——three-dimensional square of opposition,it is extremely similar to the traditional logic square matrix,is advantageous for the knowledge to record,also has the universality characteristic.Three-dimensional square of opposition is also in the clevelopment inference type,rich and the perfect logic will fouerer be real formula aspects and so on formation system to have the inportant theory sign ificance.