全称量词

首先，every和每不同于其它全称量词如all/所有，后面不能直接接论元如不可数名词或光杆复数名词。

Firstly , different from other universal quantifier such as all / suo you , both every and mei cannot be followed by arguments such as mass noun or bare plural nouns directly .

事件量化中的全称量词

Universal Quantifier in Event Quantification

这两种限制形式间的不同就是全称量词与存在量词间的不同。带传递关系和存在量词的描述逻辑MSC推理

The difference between the two formulations is the difference between a universal and existential quantification . Computing Most Specific Concept in Description Logic with Transitive Roles and Existential Restrictions

QBF是一种具有量词前缀的命题逻辑公式，该公式中的变量都是由存在量词或者全称量词限制。

QBF Formulae is propositional logic formulae with existential or universal quantifiers to every variable in prefix .

慎待含全称量词的命题&谈谈《离散数学》一书存在的几个问题

Treating the propositions with measure word all cautiously & some problems in discrete mathematics

但是与其他典型的全称量词不同，它还具有分配功能。

But the function of distribution o f " DOU1 " is different from other classical universal quantifiers .

任何逻辑使用存在量词或全称量词是说是一个谓词逻辑。

Any logic which uses the existential quantifier or the universal quantifier is said to be a predicate logic .

带有全称量词命题与蕴含命题的数据查询是数据库应用系统中最实用的两类查询，但也是最难的两种数据查询。

Data query for proposition with universal quantifier and data query for implication proposition are two categories of the most practical and difficult data queries .

为研究高阶子类型的范畴论语义模型，区分了带高阶子类型的类型系统中的各种上下文，并简化其中的受限全称量词类型引入规则，而提出了类型系统λω×≤。

In order to build categorical semantic model of high_order subtyping , which distinguishes the different context and improve the introduction rule of bounded quantification type .

清楚地叙述了自然推理系统中的存在量词消去规则和全称量词引入规则满足的条件，而这些条件在许多离散数学教科书中叙述得相当含糊。

The conditions satisfied for the existential instantiation and the universal generalization in the natural deduction system are described clear , whereas they are described rather vaguely in many textbooks on discrete mathematics .

邻域语义学可运用于无穷算子，无穷算子也能刻画一般的量词（包括通常的全称和存在量词）。

This paper applies neighborhood semantics to endless operators and utilizes infinite operators to depict general quantifies , including the common full name and existential quantifiers .