Adolf Hurwitz

E273508

Adolf Hurwitz was a German mathematician known for his influential work in complex analysis, algebra, and number theory, including foundational contributions to the theory of Riemann surfaces and algebraic functions.

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Adolf Hurwitz canonical 7

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Statements (47)

Predicate Object
instanceOf German mathematician
human
mathematician
citizenship German Empire
countryOfBirth Kingdom of Hanover
countryOfDeath Switzerland
dateOfBirth 1859-03-26
dateOfDeath 1919-11-18
doctoralAdvisor Felix Klein
educatedAt University of Göttingen
University of Leipzig
employer ETH Zurich
surface form: ETH Zürich

University of Königsberg
era 19th-century mathematics
early 20th-century mathematics
ethnicGroup German Jews
familyName Hurwitz
fieldOfWork algebra
algebraic geometry
complex analysis
mathematics
number theory
givenName Adolf
influencedBy Bernhard Riemann
Felix Klein
knownFor Hurwitz quaternions
Hurwitz surfaces
Hurwitz theorem (composition algebras)
Hurwitz zeta function
Hurwitz bound on automorphism groups of curves
surface form: Hurwitz's automorphisms theorem

Riemann–Hurwitz formula
work on Diophantine equations
work on Riemann surfaces
work on algebraic functions
work on continued fractions
work on modular forms
languageSpoken German
memberOf Deutsche Mathematiker-Vereinigung
surface form: German Mathematical Society
name Adolf Hurwitz self-link
notableStudent Ernst Hellinger
Hermann Weyl
placeOfBirth Hildesheim
placeOfDeath Zurich
surface form: Zürich
positionHeld professor of mathematics at ETH Zürich
professor of mathematics at University of Königsberg
religion Judaism
spouse Ida Samuel

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Referenced by (7)

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

Riemann–Hurwitz formula namedAfter Adolf Hurwitz
Hurwitz space namedAfter Adolf Hurwitz
Adolf Hurwitz name Adolf Hurwitz self-link
Hurwitz hasNotableBearer Adolf Hurwitz