David Hilbert

E6540

David Hilbert was a pioneering German mathematician whose foundational work in fields such as invariant theory, axiomatic systems, and functional analysis profoundly shaped modern mathematics.

All labels observed (2)

Label Occurrences
David Hilbert canonical 129
Hilbert 1

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Statements (67)

Predicate Object
instanceOf German mathematician
human
mathematician
awardReceived Lobachevsky Prize
birthDate 1862-01-23
birthPlace German Confederation
Prussia
surface form: Kingdom of Prussia

Königsberg
child Franz Hilbert
citizenship German Empire
Nazi Germany
Weimar Republic
deathDate 1943-02-14
deathPlace Germany
Göttingen
doctoralAdvisor Ferdinand von Lindemann
doctoralStudent Erhard Schmidt
Felix Bernstein
Hermann Weyl
Richard Courant
Wilhelm Ackermann
educatedAt University of Königsberg
employer University of Göttingen
familyName David Hilbert self-linksurface differs
surface form: Hilbert
fieldOfWork algebraic number theory
axiomatic systems
calculus of variations
functional analysis
integral equations
invariant theory
mathematical logic
mathematical physics
mathematics
givenName David
influenced Alonzo Church
Hermann Weyl
John von Neumann
Kurt Gödel
modern functional analysis
influencedBy Bernhard Riemann
Karl Weierstrass
Leopold Kronecker
knownFor axiomatic method
formalization of geometry
foundations of mathematics
introduction of Hilbert spaces
list of 23 unsolved problems
work in mathematical logic
languageSpoken German
memberOf Göttingen Academy of Sciences and Humanities
Prussian Academy of Sciences
Royal Society
surface form: Royal Society of London
name David Hilbert self-link
notableIdea Hilbert’s program
surface form: Hilbert’s program in proof theory

finitism in mathematics
notableWork Grundlagen der Geometrie
Hilbert basis theorem
Hilbert problems
Hilbert spaces
surface form: Hilbert space

Hilbert’s Nullstellensatz
Hilbert’s irreducibility theorem
Hilbert’s program
Hilbert’s syzygy theorem
Zahlbericht
positionHeld professor at University of Göttingen
presented Hilbert problems at the 1900 International Congress of Mathematicians in Paris
spouse Käthe Jerosch

How these facts were elicited

Referenced by (130)

Full triples — surface form annotated when it differs from this entity's canonical label.

Hilbert and Ackermann’s "Grundzüge der theoretischen Logik" author David Hilbert
subject surface form: Grundzüge der theoretischen Logik
Nikolai Lobachevsky influenced David Hilbert
Haskell Curry influencedBy David Hilbert
Gerhard Gentzen influencedBy David Hilbert
Herbert Busemann influencedBy David Hilbert
Courant coAuthor David Hilbert
subject surface form: Richard Courant
Courant academicAdvisor David Hilbert
subject surface form: Richard Courant
Fritz John influencedBy David Hilbert
Einstein–Hilbert action namedAfter David Hilbert
"Functional Analysis" hasHistoricalFigure David Hilbert
subject surface form: Functional analysis
Gisbert Hasenjaeger influencedBy David Hilbert
Max Newman influencedBy David Hilbert
Richard von Mises influencedBy David Hilbert
Kurt Friedrichs doctoralAdvisor David Hilbert
Hilbert–Schmidt operators namedAfter David Hilbert
subject surface form: Hilbert–Schmidt operator
Antoni Łomnicki studiedUnder David Hilbert
Hans Lewy doctoralAdvisor David Hilbert