矛盾命题的指反断非演算规律研究

The Research of Calculation Law about the Signifier Calculation, Opposite Calculation,Affirmation Calculation and Non-calculation in the Contradictive Proposition

对哲学判断论的能指矛盾和断定矛盾,作了具有实证内容基础的对应关系研究,而不是纯形式的研究。由此,从"有S型"性质判断的实证例子中,归纳出其非否定是针对"量—质—真值"断定项的否定,其反否定是针对"主—谓—命题"描述项的否定。进而,用事实验证了具有正反对称互补关系的逻辑形式否定演算规律和描述内容否定演算规律。

The corresponding relationship with the empirical base, instead of the forms, is researched for the Signified contradiction and assertion contradiction from the determining theory of philosophy. Therefore, iris concluded that the negation is that for assertion of the quantifier, quality and true value word and the inversion negation is that for the description of subject term, object term and proposition term, from the empirical example of S-type. Furthermore, the facts prove the negative calculation taw of the logical form with the positive and negative symmetrically complementation and negative calculation law with description.