G. H. Hardy

E22889

human mathematical analyst mathematician number theorist

G. H. Hardy was a prominent British mathematician renowned for his work in number theory and mathematical analysis, as well as for his influential book "A Mathematician's Apology."

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All labels observed (3)

Label	Occurrences
G. H. Hardy canonical	51
Godfrey Harold Hardy	6
G. H. Hardy and Edward M. Wright	1

Statements (61)

Predicate	Object
instanceOf	human ⓘ mathematical analyst ⓘ mathematician ⓘ number theorist ⓘ
awardReceived	Copley Medal ⓘ De Morgan Medal ⓘ Royal Medal ⓘ
coAuthor	Edward M. Wright ⓘ Gábor Szegő ⓘ John Edensor Littlewood ⓘ
countryOfCitizenship	United Kingdom ⓘ United Kingdom of Great Britain and Ireland ⓘ
dateOfBirth	1877-02-07 ⓘ
dateOfDeath	1947-12-01 ⓘ
doctoralAdvisor	Augustus Edward Hough Love ⓘ
doctoralStudent	Srinivasa Ramanujan ⓘ
educatedAt	Trinity College, Cambridge ⓘ Cambridge University ⓘ surface form: University of Cambridge
employer	New College, Oxford ⓘ Trinity College, Cambridge ⓘ Cambridge University ⓘ surface form: University of Cambridge University of Oxford ⓘ
familyName	Hardy ⓘ
fieldOfWork	mathematical analysis ⓘ number theory ⓘ pure mathematics ⓘ
fullName	G. H. Hardy self-linksurface differs ⓘ surface form: Godfrey Harold Hardy
genre	mathematical essay ⓘ
givenName	Godfrey ⓘ
influenced	20th-century number theory ⓘ John Edensor Littlewood ⓘ Srinivasa Ramanujan ⓘ
knownFor	Hardy space ⓘ Hardy–Littlewood circle method ⓘ Hardy–Littlewood conjectures ⓘ Hardy–Littlewood maximal function ⓘ Hardy–Ramanujan asymptotic formula ⓘ Hardy–Weinberg principle ⓘ
languageOfWorkOrName	English ⓘ
memberOf	London Mathematical Society ⓘ Royal Society ⓘ
middleName	Harold ⓘ
nationality	British ⓘ
notableIdea	defense of pure mathematics ⓘ
notableWork	A Course of Pure Mathematics ⓘ A Mathematician's Apology ⓘ An Introduction to the Theory of Numbers ⓘ Divergent Series ⓘ Inequalities ⓘ Orders of Infinity ⓘ
placeOfBirth	Cranleigh ⓘ England ⓘ Surrey ⓘ
placeOfDeath	Cambridge, England ⓘ surface form: Cambridge Cambridgeshire, England ⓘ surface form: Cambridgeshire England ⓘ
positionHeld	Sadleirian Professor of Pure Mathematics ⓘ Savilian Professor of Astronomy at the University of Oxford ⓘ surface form: Savilian Professor of Geometry
sexOrGender	male ⓘ
workLocation	Cambridge, England ⓘ surface form: Cambridge Oxford ⓘ

Referenced by (58)

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

Freeman Dyson → academicAdvisor → G. H. Hardy ⓘ

Cambridge Apostles → notableMember → G. H. Hardy ⓘ

Trinity College, Cambridge → notableAlumnus → G. H. Hardy ⓘ

Dyson → academicAdvisor → G. H. Hardy ⓘ

subject surface form: Freeman Dyson

G. H. Hardy → fullName → G. H. Hardy self-linksurface differs ⓘ

this entity surface form: Godfrey Harold Hardy

St Paul's School, London → hasAlumnus → G. H. Hardy ⓘ

Sylvester Medal → hasNotableRecipient → G. H. Hardy ⓘ

De Morgan Medal → notableRecipient → G. H. Hardy ⓘ

Ascension Parish Burial Ground, Cambridge → hasGraveOf → G. H. Hardy ⓘ

Srinivasa Ramanujan → notableStudentOrMentor → G. H. Hardy ⓘ

Srinivasa Ramanujan → collaboratedWith → G. H. Hardy ⓘ

Srinivasa Ramanujan → hasAcademicAdvisor → G. H. Hardy ⓘ

Hardy → hasNotableBearer → G. H. Hardy ⓘ

A Mathematician's Apology → author → G. H. Hardy ⓘ

this entity surface form: Godfrey Harold Hardy

An Introduction to the Theory of Numbers → author → G. H. Hardy ⓘ

An Introduction to the Theory of Numbers → coAuthor → G. H. Hardy ⓘ

An Introduction to the Theory of Numbers → hasCoauthorRelationship → G. H. Hardy ⓘ

this entity surface form: G. H. Hardy and Edward M. Wright

Inequalities → author → G. H. Hardy ⓘ

A Course of Pure Mathematics → author → G. H. Hardy ⓘ

this entity surface form: Godfrey Harold Hardy

Orders of Infinity → author → G. H. Hardy ⓘ

this entity surface form: Godfrey Harold Hardy

Divergent Series → author → G. H. Hardy ⓘ

this entity surface form: Godfrey Harold Hardy

Sadleirian Professor of Pure Mathematics → hasNotableHolder → G. H. Hardy ⓘ

Hardy–Weinberg principle → namedAfter → G. H. Hardy ⓘ

Hardy–Weinberg principle → independentlyDiscoveredBy → G. H. Hardy ⓘ

Hardy–Littlewood circle method → introducedBy → G. H. Hardy ⓘ

Hardy–Littlewood circle method → namedAfter → G. H. Hardy ⓘ

Hardy–Littlewood maximal function → namedAfter → G. H. Hardy ⓘ

Hardy–Littlewood maximal function → introducedBy → G. H. Hardy ⓘ

Hardy–Littlewood conjectures → namedAfter → G. H. Hardy ⓘ

Hardy–Littlewood conjectures → formulatedBy → G. H. Hardy ⓘ

Hardy–Ramanujan asymptotic formula → namedAfter → G. H. Hardy ⓘ

Hardy–Ramanujan asymptotic formula → authors → G. H. Hardy ⓘ

Godfrey → fullName → G. H. Hardy ⓘ

subject surface form: G. H. Hardy

this entity surface form: Godfrey Harold Hardy

John Edensor Littlewood → collaboratedWith → G. H. Hardy ⓘ

John Edensor Littlewood → coAuthor → G. H. Hardy ⓘ

Senior Wrangler (Cambridge Mathematical Tripos) → hasNotableLaureate → G. H. Hardy ⓘ

Wiener → hasAcademicAdvisor → G. H. Hardy ⓘ

subject surface form: Norbert Wiener

The Fourier Integral and Certain of Its Applications → influencedBy → G. H. Hardy ⓘ

Louis Mordell → influencedBy → G. H. Hardy ⓘ

Edward M. Wright → coAuthor → G. H. Hardy ⓘ

Edward M. Wright → influencedBy → G. H. Hardy ⓘ

Pál Turán → influencedBy → G. H. Hardy ⓘ

Hardy Z-function → namedAfter → G. H. Hardy ⓘ

Hardy Z-function → introducedBy → G. H. Hardy ⓘ

J. H. C. Whitehead → academicAdvisor → G. H. Hardy ⓘ

Mary Cartwright → hasAcademicAdvisor → G. H. Hardy ⓘ