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- Dependent_type abstract "In computer science and logic, a dependent type is a type that depends on a value. It is an overlapping of feature of math-encoding type theory and bug-stopping type systems. In intuitionistic type theory, dependent types are used to encode logic's quantifiers like "for all" and "there exists". In functional programming languages like ATS, Agda, Idris and Epigram, dependent types prevent bugs by allowing very expressive types.Two common examples of dependent types are dependent functions and dependent pairs. A dependent function's return type may depend on the value (not just type) of an argument. A function that takes a positive integer "n" may return an array of length "n". (Note that this is different from polymorphism where the type is an argument.) A dependent pair may have a second value that depends on the first. It can be used to encode a pair of integers where the second one is greater than the first.Dependent types add complexity to a type system. Deciding the equality of dependent types in a program may require computations. If arbitrary values are allowed in dependent types, then deciding type equality may involve deciding whether two arbitrary programs produce the same result; hence type checking may become undecidable.".
- Dependent_type wikiPageExternalLink guru-lang.
- Dependent_type wikiPageExternalLink sage.soe.ucsc.edu.
- Dependent_type wikiPageExternalLink DTP08.
- Dependent_type wikiPageExternalLink dtp10.
- Dependent_type wikiPageExternalLink Xanadu.html.
- Dependent_type wikiPageExternalLink Martin-Lof80.pdf.
- Dependent_type wikiPageExternalLink ydtm.pdf.
- Dependent_type wikiPageExternalLink dtp11.
- Dependent_type wikiPageExternalLink ThePowerOfPi.pdf.
- Dependent_type wikiPageExternalLink book.
- Dependent_type wikiPageExternalLink tutorial.pdf.
- Dependent_type wikiPageExternalLink thesis.pdf.
- Dependent_type wikiPageExternalLink Dependent_type.
- Dependent_type wikiPageID "1949487".
- Dependent_type wikiPageRevisionID "604164412".
- Dependent_type hasPhotoCollection Dependent_type.
- Dependent_type id "dependent+product".
- Dependent_type id "dependent+product+type".
- Dependent_type id "dependent+sum".
- Dependent_type id "dependent+sum+type".
- Dependent_type id "dependent+type".
- Dependent_type id "dependent+type+theory".
- Dependent_type title "dependent product type".
- Dependent_type title "dependent product".
- Dependent_type title "dependent sum type".
- Dependent_type title "dependent sum".
- Dependent_type title "dependent type theory".
- Dependent_type title "dependent type".
- Dependent_type subject Category:Dependently_typed_programming.
- Dependent_type subject Category:Type_theory.
- Dependent_type comment "In computer science and logic, a dependent type is a type that depends on a value. It is an overlapping of feature of math-encoding type theory and bug-stopping type systems. In intuitionistic type theory, dependent types are used to encode logic's quantifiers like "for all" and "there exists".".
- Dependent_type label "Dependent type".
- Dependent_type label "Type dépendant".
- Dependent_type label "Зависимый тип".
- Dependent_type label "依赖类型".
- Dependent_type sameAs Εξαρτώμενος_τύπος.
- Dependent_type sameAs Type_dépendant.
- Dependent_type sameAs m.06891z.
- Dependent_type sameAs Q997433.
- Dependent_type sameAs Q997433.
- Dependent_type wasDerivedFrom Dependent_type?oldid=604164412.
- Dependent_type isPrimaryTopicOf Dependent_type.