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Dependence logic

Dependence logic is a logical formalism, created by Jouko Väänänen, which adds dependence atoms to the language of first-order logic. A dependence atom is an expression of the form = ( t 1 … t n ) {\displaystyle =\!\!(t_{1}\ldots t_{n})} , where t 1 … t n {\displaystyle t_{1}\ldots t_{n}} are terms, and corresponds to the statement that the value of t n…

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Overview

Syntax

Semantics

Dependence logic and other logics

Properties

Complexity

Variants and extensions

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Map overview Semantic statistics

Dependence logic

Nodes53
Edges52
Triples76
Avg. degree1.96
Density0.037736
Components1

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Dependence logic

Top relations

related to External links · 16
Dependence logic → Academy Colloquium Dependence Logic, Amsterdam, Dependence, Dependence LogicPresentations, Edward, Galliani, In Zalta, Independence, ISSN, Logic, OCLC, Philosophy, Pietro, Special, Stanford Encyclopedia, Studia Logica
related to Complexity · 10
Dependence logic → As, Durand, Fagin's, Furthermore, However, Kontinen, Lévy, NP, Pi, The
related to Independence logic · 5
Dependence logic → However, Independence, Instead, The, Therefore
is a · 4
Dependence logic → extension of that of first-order logic, logic of imperfect information, logical formalism, variant of Wilfrid Hodges' compositional semantics for IF logic
related to Complex formulas and sentences · 4
Dependence logic → Any, For, Free, If
related to Dependence logic and IF logic · 4
Dependence logic → Any, However, IF, Translations
related to Semantics · 4
Dependence logic → IF, The, There, Wilfrid Hodges
related to Syntax · 4
Dependence logic → For, Sfunc, Srel, The
related to Dependence logic and first-order logic · 3
Dependence logic → Dependence, Furthermore, However
related to Intuitionistic dependence logic · 3
Dependence logic → As, Intuitionistic, The

Important terminology Word statistics

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Important terminology

logic dependence displaystyle first-order phi formulas mathcal terms semantics formula sentence team models independence exists equivalent atoms psi ldots second-order

Entity relationships Subject–Predicate–Object triples

SubjectPredicateObjectConfidenceSrc
Dependence logicis alogical formalism0.90text
Dependence logicis alogic of imperfect information0.90text
Dependence logicis aextension of that of first-order logic0.90text
Dependence logicis avariant of Wilfrid Hodges' compositional semantics for IF logic0.90text
Dependence logicrelated to Atomic formulasThere0.60section
Dependence logicrelated to Atomic formulasAn0.60section
Dependence logicrelated to Complex formulas and sentencesFor0.60section
Dependence logicrelated to Complex formulas and sentencesFree0.60section
Dependence logicrelated to Complex formulas and sentencesAny0.60section
Dependence logicrelated to Complex formulas and sentencesIf0.60section
Dependence logicrelated to ComplexityAs0.60section
Dependence logicrelated to ComplexityFagin's0.60section

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