n值Gdel命题逻辑系统中的F度累积理论

Falsity Degree Accumulation Theory in n-valued Gdel Propositional Logic System

在n值Gdel命题逻辑系统中指出概率逻辑学基本定理成立,并提出了与真度相对应的F度,证明了F度累积定理。并比较了概率逻辑学基本定理与F度累积定理的异同。

In n-valued Godel propositional logic, the reason that the fundamental theorem of probability logic holds is given, falsity degree of formulas is defined according to the truth degree of formulas, and falsity accumulation theorem is proved. Then, the paper compared the fundamental theorem of probability logic and the falsity accumulation theorem.