互逆主义逻辑基础

Fundamentals of Mutually-inversistic Logic

互逆主义逻辑是一种全新的逻辑体系,它从命题成分的分析入手,说明命题是由项组成。命题又可分为不同的层次,高层命题由低层命题构成,即逻辑命题由经数命题加联符构成,经数命题由事实命题加联符构成,事实命题由项构成。互逆主义逻辑归纳复合与分解的方法是其主要的创新思想,综合了归纳与演绎推理,它不仅有理论意义还有重要的实践意义。

The mutually-inversistic logic is a new logic system. Starting with the analysis of components that compose a proposition, it proves that a proposition is made up of terms. There is a hierarchy in different propositions. The higher of propositions in hierarchy pyramid consist of the lower. In other words, the logical connection proposition is composed of empirical mathematical connection propositions and the connective. The empirical mathematical connection proposition is composed of fact propositions and the connective while the fact proposition is composed of terms. The innovation of the mutually-inversistic logic is the methodology of inductive composition and decomposition which integrates the logic induction and deduction. The significance of the mutually-inversistic logic is more than that in theory.