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- Semicomputable_function abstract "In computability theory, a semicomputable function is a partial function that can be approximated either from above or from below by a computable function.More precisely a partial function is upper semicomputable, meaning it can be approximated from above, if there exists a computable function , where is the desired parameter for and is the level of approximation, such that: Completely analogous a partial function is lower semicomputable iff is upper semicomputable or equivalently if there exists a computable function such that If a partial function is both upper and lower semicomputable it is called computable.".
- Semicomputable_function wikiPageID "22032894".
- Semicomputable_function wikiPageRevisionID "465074972".
- Semicomputable_function hasPhotoCollection Semicomputable_function.
- Semicomputable_function subject Category:Mathematical_logic.
- Semicomputable_function comment "In computability theory, a semicomputable function is a partial function that can be approximated either from above or from below by a computable function.More precisely a partial function is upper semicomputable, meaning it can be approximated from above, if there exists a computable function , where is the desired parameter for and is the level of approximation, such that: Completely analogous a partial function is lower semicomputable iff is upper semicomputable or equivalently if there exists a computable function such that If a partial function is both upper and lower semicomputable it is called computable.".
- Semicomputable_function label "Semicomputable function".
- Semicomputable_function sameAs m.05p1r2_.
- Semicomputable_function sameAs Q7449379.
- Semicomputable_function sameAs Q7449379.
- Semicomputable_function wasDerivedFrom Semicomputable_function?oldid=465074972.
- Semicomputable_function isPrimaryTopicOf Semicomputable_function.