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Uncovering Relationships using Bayesian Networks: A Case Study on Conspiracy Theories

dc.contributor.authorVomlel, Jiří
dc.contributor.authorKuběna, Aleš
dc.contributor.authorŠmíd, Martin
dc.contributor.authorWeinerová, Josefína
dc.contributor.editorKwisthout, Johan
dc.contributor.editorRenoij, Silja
dc.date.accessioned2024-10-23T06:16:41Z
dc.date.available2024-10-23T06:16:41Z
dc.date.issued2024
dc.identifier.urihttps://hdl.handle.net/20.500.14178/2669
dc.description.abstractBayesian networks (BNs) represent a probabilistic model that can visualize relationships between variables. We apply various BN structure learning algorithms to a large dataset from a Czech university entrance exam. This dataset includes a test of active, open-minded thinking designed by Jonathan Baron, as well as a test of students' attitudes toward various conspiracies. Using BNs, we were able to identify the structure of the conspiracies and their relationships with active open-minded thinking. We also compared results of different BN structure learning algorithms with results of selected standard data analysis methods.en
dc.language.isoen
dc.publisherProceedings of Machine Learning Research
dc.relation.urlhttps://raw.githubusercontent.com/mlresearch/v246/main/assets/vomlel24a/vomlel24a.pdf
dc.rightsCreative Commons Uveďte původ 4.0 Internationalcs
dc.rightsCreative Commons Attribution 4.0 Internationalen
dc.titleUncovering Relationships using Bayesian Networks: A Case Study on Conspiracy Theoriesen
dcterms.accessRightsopenAccess
dcterms.licensehttps://creativecommons.org/licenses/by/4.0/legalcode
dc.date.updated2024-10-23T06:16:41Z
dc.subject.keywordBayesian Networksen
dc.subject.keywordData Analysisen
dc.subject.keywordStructural Learning of Bayesian Networksen
dc.subject.keywordActively Open-minded Thinkingen
dc.subject.keywordConspiracy Theoriesen
dc.publisher.publicationPlaceNijmegen
dc.relation.fundingReferenceinfo:eu-repo/grantAgreement/MSM//EH22_008/0004595
dc.date.embargoStartDate2024-10-23
dc.type.obd57
dc.type.versioninfo:eu-repo/semantics/publishedVersion
dc.identifier.obd653891
dc.subject.rivPrimary10000::10100::10103
dc.subject.rivSecondary50000::50400::50401
dcterms.isPartOf.nameProbabilistic Graphical Models
dcterms.isPartOf.eissn2640-3498
dcterms.isPartOf.journalYear2024
dcterms.isPartOf.journalVolume246
dcterms.isPartOf.isbn0-000-00000-0
uk.faculty.primaryId114
uk.faculty.primaryNameFilozofická fakultacs
uk.faculty.primaryNameFaculty of Artsen
uk.faculty.secondaryId113
uk.faculty.secondaryId116
uk.faculty.secondaryId53
uk.faculty.secondaryNameFarmaceutická fakulta v Hradci Královécs
uk.faculty.secondaryNameFaculty of Pharmacy in Hradec Kraloveen
uk.faculty.secondaryNameMatematicko-fyzikální fakultacs
uk.faculty.secondaryNameFaculty of Mathematics and Physicsen
uk.faculty.secondaryNameVšeobecná fakultní nemocnice v Prazecs
uk.faculty.secondaryNameVšeobecná fakultní nemocnice v Prazeen
uk.department.primaryId821
uk.department.primaryNameÚstav informačních studií a knihovnictvícs
uk.department.primaryNameInstitute of Information Studies and Librarianshipen
uk.department.secondaryId375
uk.department.secondaryId5000002628
uk.department.secondaryId1314
uk.department.secondaryNameKatedra sociální a klinické farmaciecs
uk.department.secondaryNameDepartment of Social and Clinical Pharmacyen
uk.department.secondaryNameÚstav lékařské biochemie a laboratorní diagnostiky 1.LF a VFNcs
uk.department.secondaryNameÚstav lékařské biochemie a laboratorní diagnostiky 1.LF a VFNen
uk.department.secondaryNameKatedra pravděpodobnosti a matematické statistikycs
uk.department.secondaryNameDepartment of Probability and Mathematical Statisticsen
uk.event.nameInternational Conference on Probabilistic Graphical Models
dc.description.pageRange470-485
dc.type.obdHierarchyCsPŘÍSPĚVEK V KONFERENČNÍM SBORNÍKU::příspěvek v konferenčním sborníku::příspěvek v recenzovaném konferenčním sborníkucs
dc.type.obdHierarchyEnPAPER IN CONFERENCE PROCEEDINGS::article in proceedings::article in reviewed proceedingsen
dc.type.obdHierarchyCode57::148::499en
uk.displayTitleUncovering Relationships using Bayesian Networks: A Case Study on Conspiracy Theoriesen


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