Hilbert's sixth problem

GPTKB entity

Properties (52)
Predicate Object
gptkbp:instanceOf mathematical problem
gptkbp:addresses mathematical rigor
gptkbp:aimsTo formalize physical theories
unify physics and mathematics
gptkbp:challenges theoretical physicists
gptkbp:designedBy gptkb:David_Hilbert
gptkbp:field mathematics
gptkbp:focus axiomatization of physics
gptkbp:hasInfluenceOn philosophy of science
https://www.w3.org/2000/01/rdf-schema#label Hilbert's sixth problem
gptkbp:inspiration subsequent research in physics
gptkbp:involves axiomatic systems
gptkbp:is_essential_for influential in mathematical physics
gptkbp:isActiveIn scientific journals
gptkbp:isAssociatedWith formal systems
gptkbp:isConnectedTo the philosophy of mathematics
gptkbp:isConsidered a significant challenge in mathematics
a foundational issue in science
a pivotal question in mathematics
one of the 23 problems
gptkbp:isDiscussedIn conferences
mathematical literature
philosophers
gptkbp:isExaminedBy historical context
educational curricula
graduate studies
gptkbp:isExploredIn research projects
philosophical discussions
various mathematical approaches
gptkbp:isInfluencedBy theoretical mathematics
the development of mathematical physics
gptkbp:isLinkedTo mathematical logic
the development of quantum mechanics
the quest for a unified theory
gptkbp:isNotedFor its depth and complexity
its interdisciplinary nature
gptkbp:isPartOf gptkb:Hilbert's_list_of_problems
theoretical frameworks
mathematical history
the_legacy_of_David_Hilbert
gptkbp:isReferencedIn academic papers
gptkbp:isRelatedTo scientific inquiry
axiomatic method
gptkbp:isStudiedIn mathematicians
gptkbp:isUtilizedFor students
researchers
formalize completely
gptkbp:keyIssues understanding modern physics
gptkbp:partOf gptkb:Hilbert's_problems
gptkbp:relatedTo theoretical physics
foundations of geometry
gptkbp:yearEstablished 1900