mercersburg academy
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The Royal Swedish Academy of Sciences
Image factorizations in regular categories are stable under pullbacks, so they model a natural modal operator in dependent type theory. This unary type constructor [A] has turned up previously in a syntactic form as a way of erasing computational content,
Propositionsas[Types]
SteveAwodey AndrejBauer
InstitutMittag-Le er
TheRoyalSwedishAcademyofSciences
June2001
Abstract
Imagefactorizationsinregularcategoriesarestableunderpull-backs,sotheymodelanaturalmodaloperatorindependenttypethe-ory.Thisunarytypeconstructor[A]hasturnedupprevi
The Royal Swedish Academy of Sciences
Image factorizations in regular categories are stable under pullbacks, so they model a natural modal operator in dependent type theory. This unary type constructor [A] has turned up previously in a syntactic form as a way of erasing computational content,
Propositionsas[Types]
SteveAwodey AndrejBauer
InstitutMittag-Le er
TheRoyalSwedishAcademyofSciences
June2001
Abstract
Imagefactorizationsinregularcategoriesarestableunderpull-backs,sotheymodelanaturalmodaloperatorindependenttypethe-ory.Thisunarytypeconstructor[A]hasturnedupprevi