Charles Hermite

E117173

Charles Hermite was a 19th-century French mathematician renowned for his work in number theory, algebra, and analysis, including the first proof that e is a transcendental number.

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All labels observed (1)

Label Occurrences
Charles Hermite canonical 3

Statements (49)

Predicate Object
instanceOf French mathematician
human
mathematician
birthDate 1822-12-24
birthPlace Dieuze
France
Moselle
citizenship France
deathDate 1901-01-14
deathPlace France
Paris
educatedAt École Polytechnique
employer Collège de France
La Sorbonne
surface form: Sorbonne

École Polytechnique
era 19th-century mathematics
familyName Hermite
fieldOfWork algebra
mathematical analysis
mathematics
number theory
gender male
givenName Charles
hasConceptNamedAfter Hermite constant
Hermite functions
surface form: Hermite function

Hermite normal form
Hermite functions
surface form: Hermite polynomial

Hermite–Biehler theorem
Hermite–Minkowski theorem
influenced Henri Poincaré
Émile Picard
knownFor Hermite functions
Hermite interpolation
Hermite normal form
Hermite functions
surface form: Hermite polynomials

Hermitian forms (work on quadratic forms)
contributions to elliptic functions
contributions to modular functions
first proof that e is transcendental
work on continued fractions
language French
memberOf Académie des Sciences
Académie des Sciences
surface form: French Academy of Sciences
name Charles Hermite self-link
nationality French
notableWork Lindemann–Weierstrass theorem precursor
surface form: Sur la fonction exponentielle (proof of transcendence of e)
occupation professor of mathematics
student Henri Poincaré
Émile Picard

Referenced by (3)

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

Ferdinand von Lindemann influencedBy Charles Hermite
Lindemann influencedBy Charles Hermite
subject surface form: Ferdinand von Lindemann
Charles Hermite name Charles Hermite self-link