predicate logic

E883489

Predicate logic is a formal system in mathematical logic that extends propositional logic by using quantifiers and predicates to express statements about objects and their properties or relations.

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Label Occurrences
predicate logic canonical 1

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Statements (50)

Predicate Object
instanceOf branch of mathematical logic ⓘ
formal system ⓘ
logical system ⓘ
allows expression of existential statements ⓘ
expression of general statements ⓘ
expression of universal statements ⓘ
developedBy Alfred North Whitehead ⓘ
Bertrand Russell ⓘ
Charles Sanders Peirce ⓘ
Giuseppe Peano ⓘ
Gottlob Frege ⓘ
extends propositional logic ⓘ
fieldOfStudy mathematical logic ⓘ
generalizes truth-functional logic ⓘ
hasComponent model theory ⓘ
proof theory ⓘ
semantics ⓘ
syntax ⓘ
hasGoal formalization of mathematical reasoning ⓘ
precise representation of statements about objects ⓘ
hasProperty Löwenheim–Skolem property for first-order logic ⓘ
compactness for first-order logic ⓘ
complete proof system for first-order logic ⓘ
recursively enumerable set of theorems for first-order logic ⓘ
includes first-order logic ⓘ
higher-order logic ⓘ
many-sorted logic ⓘ
monadic predicate logic ⓘ
polyadic predicate logic ⓘ
introducedInCentury 19th century ⓘ
isFoundationFor automated theorem proving ⓘ
axiomatic set theory ⓘ
formal arithmetic ⓘ
model theory ⓘ
isUsedIn artificial intelligence ⓘ
computer science ⓘ
formal verification ⓘ
linguistics ⓘ
philosophy ⓘ
studies properties of objects ⓘ
relations between objects ⓘ
uses predicates ⓘ
quantifiers ⓘ
usesSymbol equality symbol ⓘ
function symbols ⓘ
logical connectives ⓘ
predicate symbols ⓘ
variables ⓘ
∀ ⓘ
∃ ⓘ

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Referenced by (1)

Full triples — surface form annotated when it differs from this entity's canonical label.

Leibnizian logic → relatedTo → predicate logic ⓘ