Hans Heilbronn

E747886

Hans Heilbronn was a 20th-century German-British mathematician known for his influential work in number theory and contributions to the study of L-functions and related phenomena.

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Hans Heilbronn canonical 5

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Statements (44)

Predicate Object
instanceOf human
mathematician
areaOfInfluence L-functions and related phenomena
class numbers of quadratic fields
awardReceived Fellow of the Royal Society of Canada
LMS Berwick Prize
linked to: Berwick Prize
causeOfMigration Nazi persecution in Germany
linked to: Holocaust
centuryOfActivity 20th century
citizenship Germany
United Kingdom
countryOfBirth German Empire
countryOfDeath United Kingdom
dateOfBirth 1908-10-08
dateOfDeath 1975-04-28
doctoralAdvisor Edmund Landau
educatedAt University of Berlin
University of Göttingen
employer University of Bristol
University of Manchester
University of Toronto
ethnicGroup Jewish
familyName Heilbronn
fieldOfWork mathematics
number theory
givenName Hans
influenced development of modern analytic number theory
knownFor Heilbronn’s theorem on the class number of imaginary quadratic fields
contributions to additive number theory
results on the distribution of zeros of L-functions
work on L-functions
languageOfWorkOrName English
German
memberOf London Mathematical Society
Royal Society of Canada
migratedTo Canada
United Kingdom
name Hans Heilbronn
notableStudent Harold Davenport
Kurt Mahler
notableWork papers on the class number problem
work on the zeros of Dirichlet L-functions
placeOfBirth Berlin
placeOfDeath Bristol
positionHeld professor of mathematics

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Referenced by (5)

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

Heilbronn–Halberstam theorem namedAfter Hans Heilbronn
subject linked to: Heilbronn Halberstam
Heilbronn–Halberstam theorem hasAuthor Hans Heilbronn
subject linked to: Heilbronn Halberstam
Hans Heilbronn name Hans Heilbronn