Examples of using Quantifiers in English and their translations into Portuguese
{-}
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Colloquial
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Official
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Medicine
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Financial
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Ecclesiastic
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Ecclesiastic
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Computer
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Official/political
Quantifiers are instantiated.
Denotes numeric quantifiers.
Existential quantifiers are dealt with by Skolemization.
Drop all universal quantifiers.
All these quantifiers have the whole formula in their scope.
The following are some examples of quantifiers.
Quantifiers for different implementations of the same interface.
Here are a few examples of using quantifiers.
Existential quantifiers are dealt with by means of Skolemization.
Each set of axioms has but four existential quantifiers.
It must have quantifiers such as the symbol for the existence of an object.
Next is the proof of a simple fact involving quantifiers.
The rule for existential quantifiers introduces new constant symbols.
The question alternates existential and universal quantifiers.
Examples of bounded quantifiers in the context of real analysis include"∀x>0","∃y.
Formulas are built out of atomic formulas using logical connectives and quantifiers.
Quantifiers correspond to dependent function space or products as appropriate.
These sentences may contain quantifiers, unlike sentences of propositional logic.
Quantifiers are enclosed in curly brackets({and}) and have the general form{[minimum-occurrences], maximum-occurrences.
Windows PowerShell supports the quantifiers available in. NET Framework regular expressions.
In applications of the language to recursion theory,such as the arithmetical hierarchy, bounded quantifiers add no complexity.
Also see branching quantifiers and the plural quantifiers of George Boolos and others.
In intuitionistic first-order logic both quantifiers∃,∀ are needed.
Basically, nouns and quantifiers are part of the first category, and they are higher in pitch.
Tableaux are extended to first order predicate logic by two rules for dealing with universal and existential quantifiers, respectively.
Two common quantifiers are the existential∃("there exists") and universal∀("for all") quantifiers.
Rank-n polymorphism is polymorphism in which quantifiers may appear to the left of arbitrarily many arrows.
Also, the quantifiers are given their usual objectual readings, so that a positive existential statement has existential import, while a universal one does not.
To do so, one can use second-order existential quantifiers to arbitrarily choose a computation tableau.
Quantifiers allows a regular expression to match a specified number or range of numbers of either a character, character class or sub pattern.