Carl Friedrich Gauss

E4368

Carl Friedrich Gauss was a German mathematician and physicist whose foundational contributions to number theory, geometry, statistics, and electromagnetism earned him the title "Prince of Mathematicians."


Statements (80)
Predicate Object
instanceOf astronomer
human
mathematician
physicist
university teacher
awardReceived Copley Medal
burialPlace Albani Cemetery
countryOfCitizenship Duchy of Brunswick
Kingdom of Hanover
dateOfBirth 1777-04-30
dateOfDeath 1855-02-23
educatedAt Collegium Carolinum in Brunswick
University of Göttingen
employer University of Göttingen
ethnicGroup German
familyName Gauss
fieldOfWork astronomy
differential geometry
electromagnetism
geodesy
mathematics
number theory
physics
statistics
fullName Johann Carl Friedrich Gauss
givenName Carl
Johann
hasChild Eugene Gauss
Joseph Gauss
Minna Gauss
Therese Gauss
Wilhelm Gauss
hasConceptNamedAfter Gauss map
Gaussian curvature
Gaussian distribution
Gaussian elimination
Gaussian integers
Gaussian units
Gauss–Bonnet theorem
Gauss–Jordan elimination
Gauss–Markov theorem
Gauss–Seidel method
Gauss’s constant
Gauss’s law
Gauss’s lemma in number theory
Gauss’s planetary equations
influenced Bernhard Riemann
Carl Gustav Jacob Jacobi
David Hilbert
Sofia Kovalevskaya
influencedBy Joseph-Louis Lagrange
Leonhard Euler
knownFor contributions to celestial mechanics
foundations of statistics and probability theory
fundamental contributions to number theory
work in differential geometry of surfaces
work in potential theory and electromagnetism
languageUsed German
Latin
nativeLanguage German
nickname Prince of Mathematicians
notableWork Disquisitiones Arithmeticae
Gaussian curvature
Gaussian distribution
Gaussian elimination
Gaussian integral
Gaussian law of error
Gauss–Bonnet theorem (early form)
Gauss’s law
Theorema Egregium
construction of the regular 17-gon with straightedge and compass
method of least squares
placeOfBirth Brunswick
Duchy of Brunswick
placeOfDeath Göttingen
Kingdom of Hanover
religion Lutheranism
sexOrGender male
spouse Johanna Osthoff
Minna Waldeck

Referenced by (63)
Subject (surface form when different) Predicate
Gauss map
Gauss's law
Gauss's law for magnetism
Gaussian curvature
Gaussian elimination
Gaussian units
Gauss–Bonnet theorem (early form)
Gauss–Markov theorem
Gauss–Seidel method
Gauss’s constant
Gauss’s lemma (number theory)
Gauss’s planetary equations
namedAfter
Bernhard Riemann
Carl Gustav Jacob Jacobi
Leopold Kronecker
Évariste Galois
Über die Hypothesen, welche der Geometrie zu Grunde liegen
influencedBy
Carl Friedrich Gauss ("Gauss")
Eugene Gauss ("Gauss")
Joseph Gauss ("Gauss")
Minna Gauss ("Gauss")
familyName
Eugene Gauss
Joseph Gauss
Minna Gauss
Wilhelm Gauss
father
Abraham de Moivre
Joseph-Louis Lagrange
Pierre-Simon Laplace
influenced
Disquisitiones Arithmeticae
Theorema Egregium
author
Joseph Gauss
Wilhelm Gauss
notableRelative
Eugene Gauss
Minna Gauss
relative
Johanna Osthoff
Minna Waldeck
spouse
Bernhard Riemann
academicAdvisor
Collegium Carolinum in Brunswick
almaMaterOf
Prince of Mathematicians
appliedTo
Brunswick
birthplaceOf
Prince of Mathematicians
describesReputationOf
Gauss–Bonnet theorem (early form)
developedBy
Carl Friedrich Gauss ("Johann Carl Friedrich Gauss")
fullName
Albani Cemetery
hasGraveOf
central limit theorem
hasHistoricalContributor
Collegium Carolinum in Brunswick
hasStudent
Gaussian integral
historicalAttribution
method of least squares
historicalDeveloper
CLT
historicallyAssociatedWith
Prince of Mathematicians
honors
Gauss map
introducedBy
Gauss’s constant
namedInHonorOf
Collegium Carolinum in Brunswick
notableAlumnus
University of Göttingen
notableAssociatedScientist
Albani Cemetery
notableBurial
Order of the Red Eagle
notableRecipient
Prince of Mathematicians
refersTo
Johanna Osthoff ("Carl Friedrich Gauss, a renowned German mathematician")
spouseNotableAs
Theorema Egregium
statedBy
Friedrich Bernhard Riemann
studentOf
Über die Hypothesen, welche der Geometrie zu Grunde liegen
supervisor
Prince of Mathematicians
usedFor
construction of the regular 17-gon with straightedge and compass
wasProvedPossibleBy

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