释义 |
quantifier 量词 In logic, a word that expresses “universal” or “existential”. The former called universal quantifier is identified by “”; the later called existential quantifier is identified by “”. For example, Y(Y=0) expresses Y=0 for all Y; X(X=a) expresses existence of an X and X=a. 在逻辑学中,表示“所有”和“存在”的一种词。前者称为全称量词,用符号“” 表示;后者称为存在量词,用符号“”表示。例如,Y(Y=0)表示对所有Y,Y=0;又如, X(X=a)表示存在一个X,X=a。 |