John H. Conway

E4412

John H. Conway was a British mathematician renowned for his work in group theory, number theory, and recreational mathematics, including the invention of the cellular automaton "Game of Life."

AI illustration

How this image was made

AI-generated illustration of John H. Conway

This AI-generated illustration was produced by black-forest-labs/FLUX.2-dev (1024x1024) from a prompt written by openai/gpt-oss-120b from the entity's label + description.

Prompt

Generate an image of John H. Conway (John H. Conway was a British mathematician renowned for his work in group theory, number theory, and recreational mathematics, including the invention of the cellular automaton "Game of Life.")

All labels observed (3)

Label Occurrences
John Horton Conway 47
John H. Conway canonical 23
John Conway 6

How this entity was disambiguated

Statements (54)

Predicate Object
instanceOf British mathematician ⓘ
human ⓘ
mathematician ⓘ
academicDegree PhD in mathematics ⓘ
almaMater University of Cambridge ⓘ
awardReceived Berwick Prize ⓘ
Pólya Prize (LMS) ⓘ
causeOfDeath COVID-19 ⓘ
coAuthor Elwyn R. Berlekamp ⓘ
Richard K. Guy ⓘ
countryOfBirth United Kingdom ⓘ
countryOfCitizenship United Kingdom ⓘ
dateOfBirth 1937-12-26 ⓘ
dateOfDeath 2020-04-11 ⓘ
doctoralAdvisor Harold Davenport ⓘ
educatedAt Gonville and Caius College, Cambridge ⓘ
employer Princeton University ⓘ
University of Cambridge ⓘ
familyName Conway ⓘ
fieldOfWork coding theory ⓘ
combinatorial game theory ⓘ
geometry ⓘ
group theory ⓘ
knot theory ⓘ
mathematics ⓘ
number theory ⓘ
recreational mathematics ⓘ
genre mathematical games ⓘ
givenName John ⓘ
hasInfluenced cellular automata research ⓘ
recreational mathematics community ⓘ
knownFor inventing the Game of Life ⓘ
popularizing recreational mathematics ⓘ
work in combinatorial game theory ⓘ
work in finite simple groups ⓘ
languageSpoken English ⓘ
memberOf Royal Society ⓘ
middleName Horton ⓘ
notableWork Conway groups ⓘ
Conway notation for knots ⓘ
Conway polynomial ⓘ
Conway’s Game of Sprouts ⓘ
Conway’s topograph ⓘ
Game of Life ⓘ
Look-and-say sequence ⓘ
Monster group construction (with collaborators) ⓘ
On Numbers and Games ⓘ
Surreal numbers ⓘ
Winning Ways for your Mathematical Plays ⓘ
placeOfBirth Liverpool ⓘ
placeOfDeath New Brunswick, New Jersey ⓘ
positionHeld John von Neumann Professor in Applied and Computational Mathematics ⓘ
Professor of Mathematics at Princeton University ⓘ
sexOrGender male ⓘ

How these facts were elicited

Referenced by (76)

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

Japan Prize → hasLaureate → John H. Conway ⓘ
Martin Gardner → influenced → John H. Conway ⓘ
Princeton University Department of Mathematics → hasNotableFaculty → John Conway ⓘ
linked to: John H. Conway
Princeton University Department of Mathematics → hasNotableAlumnus → John Conway ⓘ
linked to: John H. Conway
Surreal numbers → introducedBy → John Horton Conway ⓘ
linked to: John H. Conway
Richard K. Guy → coAuthor → John H. Conway ⓘ
John Horton Conway → name → John Horton Conway ⓘ
subject linked to: Horton
linked to: John H. Conway
On Numbers and Games → author → John Horton Conway ⓘ
linked to: John H. Conway
On Numbers and Games → author → John H. Conway ⓘ
Elwyn R. Berlekamp → coAuthor → John H. Conway ⓘ
Game of Life → designer → John Horton Conway ⓘ
linked to: John H. Conway
Conway notation for knots → creator → John Horton Conway ⓘ
linked to: John H. Conway
Conway notation for knots → namedAfter → John Horton Conway ⓘ
linked to: John H. Conway
Conway groups → namedAfter → John Horton Conway ⓘ
linked to: John H. Conway
Conway groups → discoveredBy → John Horton Conway ⓘ
linked to: John H. Conway
Conway polynomial → namedAfter → John Horton Conway ⓘ
linked to: John H. Conway
Conway’s Game of Sprouts → inventor → John Horton Conway ⓘ
linked to: John H. Conway
Look-and-say sequence → studiedBy → John Horton Conway ⓘ
linked to: John H. Conway
Conway’s topograph → creator → John H. Conway ⓘ
Conway → hasNotableBearer → John Horton Conway ⓘ
linked to: John H. Conway
De Morgan Medal → notableRecipient → John H. Conway ⓘ
Princeton Science Library → hasNotableAuthor → John Conway ⓘ
linked to: John H. Conway
Conway sphere → namedAfter → John Horton Conway ⓘ
linked to: John H. Conway
Conway sphere → introducedBy → John Horton Conway ⓘ
linked to: John H. Conway
Conway’s Doomsday algorithm → creator → John Horton Conway ⓘ
linked to: John H. Conway
Conway’s Doomsday algorithm → developedBy → John Horton Conway ⓘ
linked to: John H. Conway
Conway chained arrow notation → creator → John Horton Conway ⓘ
linked to: John H. Conway
Conway chained arrow notation → introducedBy → John Horton Conway ⓘ
linked to: John H. Conway
Conway chained arrow notation → appearsInWorkOf → John Horton Conway ⓘ
linked to: John H. Conway
Conway’s soldiers → inventor → John Horton Conway ⓘ
linked to: John H. Conway
George Pólya → notableStudent → John H. Conway ⓘ
Part Zero → author → John Horton Conway ⓘ
linked to: John H. Conway
Part Two (On Numbers and Games) → author → John Horton Conway ⓘ
subject linked to: Part Two
linked to: John H. Conway
Part Zero: Preliminaries → author → John Horton Conway ⓘ
linked to: John H. Conway
Part One: Numbers → author → John Horton Conway ⓘ
linked to: John H. Conway
Part Two: Games → author → John Horton Conway ⓘ
linked to: John H. Conway
On Numbers and Games → author → John Horton Conway ⓘ
subject linked to: Part Two: Games
linked to: John H. Conway
Hackenbush → introducedBy → John Horton Conway ⓘ
linked to: John H. Conway
R-pentomino → discoveredBy → John Horton Conway ⓘ
linked to: John H. Conway
Diehard → hasCreator → John Conway ⓘ
linked to: John H. Conway
Co1 → discoverer → John Horton Conway ⓘ
linked to: John H. Conway
Co2 → namedAfter → John Horton Conway ⓘ
linked to: John H. Conway
Co2 → discoveredBy → John Horton Conway ⓘ
linked to: John H. Conway
Simon P. Norton → collaboratedWith → John H. Conway ⓘ
Conway–Norton collaboration → ledBy → John Horton Conway ⓘ
linked to: John H. Conway
Conway–Norton collaboration → hasParticipant → John Horton Conway ⓘ
linked to: John H. Conway