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On monadic parametricity of second-order functionalsBauer, Andrej ; Hofmann, Martin, 1965- ; Karbyshev, AleksandrKako lahko natančno specificiramo ali je dani ML-funkcional ▫$f : ({\tt int} \rightarrow {\tt int}) \rightarrow {\tt int}$▫ , ali sproža računske učinke, ki ne izvirajo samo iz evaluacije njegovega ... argumenta? V tem članku podamo semantično definicijo monadične parametričnosti za funkcionale drugega reda, ki jo lahko razumemo kot čistost funkcionala. Dokažemo, da vsak monadično parametrični funkcional predstavimo s strategijo vprašanja in odgovorov v obliki drevesa. Obravnavamo uporabo monadične parametričnosti za preverjanje pravilnosti generičnih algoritmov za iskanje negibnih točk. Vse rezultate podamo na dva načina, v teoriji množic in v teoriji domen. Vsi dokazi so bili formalizirani in preverjeni z dokazovlanim pomočnikom Coq.Type of material - conference contributionPublish date - 2013Language - englishCOBISS.SI-ID - 17680729
Author
Bauer, Andrej |
Hofmann, Martin, 1965- |
Karbyshev, Aleksandr
Topics
mathematical logic |
computer science |
theory of computing
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Database name | Field | Year |
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Links to authors' personal bibliographies | Links to information on researchers in the SICRIS system |
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Bauer, Andrej | 15854 |
Hofmann, Martin, 1965- | |
Karbyshev, Aleksandr |
Source: Personal bibliographies
and: SICRIS
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