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- Peirce's_criterion abstract "In robust statistics, Peirce's criterion is a rule for eliminating outliers from data sets, which was devised by Benjamin Peirce.".
- Peirce's_criterion wikiPageExternalLink nph-iarticle_query?1852AJ......2..161P;data_type=PDF_HIGH.
- Peirce's_criterion wikiPageExternalLink nph-iarticle_query?1852AJ......2..176P;data_type=PDF_HIGH.
- Peirce's_criterion wikiPageExternalLink page=215.
- Peirce's_criterion wikiPageExternalLink data_rescue_cgs_annual_reports.html.
- Peirce's_criterion wikiPageExternalLink piercescriterion.pdf.
- Peirce's_criterion wikiPageExternalLink 1176344123.
- Peirce's_criterion wikiPageExternalLink Normal.html.
- Peirce's_criterion wikiPageExternalLink ?group_id=1473.
- Peirce's_criterion wikiPageID "4015679".
- Peirce's_criterion wikiPageRevisionID "604935052".
- Peirce's_criterion hasPhotoCollection Peirce's_criterion.
- Peirce's_criterion subject Category:Statistical_outliers.
- Peirce's_criterion subject Category:Statistical_theory.
- Peirce's_criterion type CausalAgent100007347.
- Peirce's_criterion type Inhabitant109620078.
- Peirce's_criterion type LivingThing100004258.
- Peirce's_criterion type Object100002684.
- Peirce's_criterion type Organism100004475.
- Peirce's_criterion type Outlier110387836.
- Peirce's_criterion type Person100007846.
- Peirce's_criterion type PhysicalEntity100001930.
- Peirce's_criterion type Resident110523519.
- Peirce's_criterion type StatisticalOutliers.
- Peirce's_criterion type Whole100003553.
- Peirce's_criterion type YagoLegalActor.
- Peirce's_criterion type YagoLegalActorGeo.
- Peirce's_criterion comment "In robust statistics, Peirce's criterion is a rule for eliminating outliers from data sets, which was devised by Benjamin Peirce.".
- Peirce's_criterion label "Peirce's criterion".
- Peirce's_criterion sameAs m.0bcmwt.
- Peirce's_criterion sameAs Q7160938.
- Peirce's_criterion sameAs Q7160938.
- Peirce's_criterion sameAs Peirce's_criterion.
- Peirce's_criterion wasDerivedFrom Peirce's_criterion?oldid=604935052.
- Peirce's_criterion isPrimaryTopicOf Peirce's_criterion.