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- Limited_principle_of_omniscience abstract "In constructive mathematics, the limited principle of omniscience (LPO) and the lesser limited principle of omniscience (LLPO) are axioms that are nonconstructive but are weaker than the full law of the excluded middle (Bridges and Richman 1987). The LPO and LLPO axioms are used to gauge the amount of nonconstructivity required for an argument, as in constructive reverse mathematics. They are also related to weak counterexamples in the sense of Brouwer.".
- Limited_principle_of_omniscience wikiPageExternalLink mathematics-constructive.
- Limited_principle_of_omniscience wikiPageID "37440876".
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- Limited_principle_of_omniscience wikiPageOutDegree "9".
- Limited_principle_of_omniscience wikiPageRevisionID "523663730".
- Limited_principle_of_omniscience wikiPageWikiLink Category:Constructivism_(mathematics).
- Limited_principle_of_omniscience wikiPageWikiLink Constructive_mathematics.
- Limited_principle_of_omniscience wikiPageWikiLink Constructive_proof.
- Limited_principle_of_omniscience wikiPageWikiLink Constructive_reverse_mathematics.
- Limited_principle_of_omniscience wikiPageWikiLink Constructivism_(mathematics).
- Limited_principle_of_omniscience wikiPageWikiLink Douglas_Bridges.
- Limited_principle_of_omniscience wikiPageWikiLink Errett_Bishop.
- Limited_principle_of_omniscience wikiPageWikiLink Fred_Richman.
- Limited_principle_of_omniscience wikiPageWikiLink Law_of_excluded_middle.
- Limited_principle_of_omniscience wikiPageWikiLink Law_of_the_excluded_middle.
- Limited_principle_of_omniscience wikiPageWikiLink Reverse_mathematics.
- Limited_principle_of_omniscience wikiPageWikiLink Stanford_Encyclopedia_of_Philosophy.
- Limited_principle_of_omniscience wikiPageWikiLink Weak_counterexample.
- Limited_principle_of_omniscience wikiPageWikiLinkText "Limited principle of omniscience".
- Limited_principle_of_omniscience wikiPageWikiLinkText "limited principle of omniscience".
- Limited_principle_of_omniscience hasPhotoCollection Limited_principle_of_omniscience.
- Limited_principle_of_omniscience wikiPageUsesTemplate Template:Mathlogic-stub.
- Limited_principle_of_omniscience subject Category:Constructivism_(mathematics).
- Limited_principle_of_omniscience hypernym Axioms.
- Limited_principle_of_omniscience type Theory.
- Limited_principle_of_omniscience comment "In constructive mathematics, the limited principle of omniscience (LPO) and the lesser limited principle of omniscience (LLPO) are axioms that are nonconstructive but are weaker than the full law of the excluded middle (Bridges and Richman 1987). The LPO and LLPO axioms are used to gauge the amount of nonconstructivity required for an argument, as in constructive reverse mathematics. They are also related to weak counterexamples in the sense of Brouwer.".
- Limited_principle_of_omniscience label "Limited principle of omniscience".
- Limited_principle_of_omniscience sameAs m.0nb3dhr.
- Limited_principle_of_omniscience sameAs Q6549544.
- Limited_principle_of_omniscience sameAs Q6549544.
- Limited_principle_of_omniscience wasDerivedFrom Limited_principle_of_omniscience?oldid=523663730.
- Limited_principle_of_omniscience isPrimaryTopicOf Limited_principle_of_omniscience.