Solovay model

GPTKB entity

Statements (56)
Predicate Object
gptkbp:instanceOf mathematical model
gptkbp:developedBy gptkb:Robert_Solovay
gptkbp:exhibits independence of the continuum hypothesis
gptkbp:hasRelatedPatent mathematical foundations
https://www.w3.org/2000/01/rdf-schema#label Solovay model
gptkbp:isA generic extension
gptkbp:isAccessibleBy forcing technique
gptkbp:isActiveIn set-theoretic research
gptkbp:isAssociatedWith gptkb:Zermelo-Fraenkel_set_theory
gptkbp:isAttendedBy mathematical logicians
gptkbp:isChallengedBy alternative set theories
new mathematical theories
gptkbp:isCitedBy research papers
gptkbp:isConnectedTo other mathematical models
gptkbp:isConsidered mathematicians
philosophy of mathematics
theory of models
gptkbp:isDescribedAs research articles
philosophical debates
gptkbp:isDiscussedIn academic literature
mathematical philosophers
gptkbp:isDocumentedIn mathematical textbooks
gptkbp:isExaminedBy theoretical discussions
set theorists
advanced mathematical logic
gptkbp:isExploredIn academic research
model theory
logicians
advanced set theory courses
mathematical experiments
gptkbp:isInfluencedBy historical developments in set theory
the study of axiomatic set theory
gptkbp:isLinkedTo axiomatic systems
gptkbp:isNear constructible universe
gptkbp:isNotedFor its role in independence proofs
gptkbp:isPartOf theoretical mathematics
modern set theory
the landscape of mathematical logic
gptkbp:isReferencedIn academic journals
gptkbp:isReflectedIn current mathematical practices
set-theoretic discussions
gptkbp:isRelatedTo large cardinals
gptkbp:isRepresentedIn mathematical conferences
gptkbp:isStudiedIn graduate mathematics courses
gptkbp:isSupportedBy mathematical evidence
gptkbp:isTrainedIn ZFC axioms
mathematical experiments
gptkbp:isUsedBy analyze set-theoretic properties
gptkbp:isUtilizedFor independence results
gptkbp:isUtilizedIn mathematical proofs
proof theory
mathematical assessments
gptkbp:provides a model of ZFC set theory
gptkbp:relatedTo set theory
forcing
gptkbp:usedIn mathematical logic