Abstract: Generalized tautologies theories of universal logic are studied in this paper. A series of properties of generalized tautologies of universal logic based on the 0-level universal AND operators are discussed. The main results are: when c in [0.75, 1], if the semantic is explained by I , there are only three different generalized tautologies in F(S), that is, accessible 0-tautology、0+-tautology and tautology; when h=0, if the semantic is explained by I, there are accessible 0,1-tautology, when c in (0,1), there are not c- tautology、 c+-tautology and c-tautology; The generalized tautologies when h in (0, 0.75) are described by the generalized tautologies when h=0.5.

摘要： 本文对泛逻辑的广义重言式理论进行研究。给出了基于零级泛与运算的广义重言式的一系列性质。主要结果有：当c 取[0.75, 1]时，关于I 而言，F(S)中只有3种不同的广义重言式，即，可达0-重言式、0+-重言式和重言式；当h=0时，关于I 而言，F(S)中存在0、1可达重言式，当 c取 (0,1)，不存在 c-重言式、 c+-重言式和可达 c-重言式；通过h=0.5时的广义重言式对 h 取(0, 0.75) 时的广义重言式进行了刻画。