Pál Erdős

E131117

Pál Erdős was a highly prolific 20th-century Hungarian mathematician renowned for his extensive contributions to number theory, combinatorics, and discrete mathematics, as well as his famously collaborative working style.

All labels observed (5)

Label Occurrences
Paul Erdős 54
Pál Erdős canonical 4
Erdős 1

How this entity was disambiguated

Statements (56)

Predicate Object
instanceOf Hungarian mathematician
human
mathematician
awardReceived Cole Prize in Number Theory
Leroy P. Steele Prize
Wolf Prize in Mathematics
countryOfCitizenship Hungary
dateOfBirth 1913-03-26
dateOfDeath 1996-09-20
doctoralAdvisor Lipót Fejér
educatedAt Pázmány Péter University
ethnicGroup Hungarian Jews
familyName Erdős
linked to: Pál Erdős
fieldOfWork additive number theory
analytic number theory
combinatorics
discrete mathematics
graph theory
number theory
probability theory
set theory
givenName Pál
hasInfluenced combinatorics
extremal graph theory
probabilistic number theory
knownFor Erdős discrepancy problem
Erdős distinct distances problem
Erdős number concept
Erdős–Gallai theorem
Erdős–Kac theorem
Erdős–Ko–Rado theorem
Erdős–Moser equation
Erdős–Rényi law of large numbers
Erdős–Rényi model of random graphs
Erdős–Stone theorem
Erdős–Straus conjecture
Erdős–Szekeres convex polygon problem
Erdős–Szekeres theorem
Erdős–Turán conjecture
extensive mathematical collaboration
highly prolific mathematical output
probabilistic method in combinatorics
languageOfWorkOrName Hungarian
mannerOfDeath sudden cardiac arrest
memberOf Hungarian Academy of Sciences
nativeLanguage Hungarian
notableIdea concept of Erdős number
notableStudent Endre Szemerédi
placeOfBirth Budapest
placeOfDeath Warsaw
religion atheism
sexOrGender male
workLocation Hungary
Israel
United Kingdom
United States

How these facts were elicited

Referenced by (61)

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

Pál hasNotableBearer Pál Erdős
Richard K. Guy coAuthor Paul Erdős
linked to: Pál Erdős
Richard K. Guy influencedBy Paul Erdős
linked to: Pál Erdős
Alfréd Rényi notableStudent Paul Erdős
linked to: Pál Erdős
George Szekeres collaboratedWith Paul Erdős
linked to: Pál Erdős
Frank Nelson Cole Prize in Number Theory notableRecipient Paul Erdős
linked to: Pál Erdős
Gábor Szegő notableStudent Paul Erdős
linked to: Pál Erdős
Gábor Szegő influenced Paul Erdős
linked to: Pál Erdős
Pál Erdős familyName Erdős
linked to: Pál Erdős
Fan Chung coAuthor Paul Erdős
linked to: Pál Erdős
Fan Chung influencedBy Paul Erdős
linked to: Pál Erdős
Erdős–Rényi model namedAfter Paul Erdős
linked to: Pál Erdős
Erdős–Rényi model introducedBy Paul Erdős
linked to: Pál Erdős
Pál Turán influenced Paul Erdős
linked to: Pál Erdős
Pál Turán notableStudent Paul Erdős
linked to: Pál Erdős
de Bruijn–Erdős theorem namedAfter Paul Erdős
linked to: Pál Erdős
Euler Medal firstRecipient Paul Erdős
linked to: Pál Erdős
Euler Medal notableRecipient Paul Erdős
linked to: Pál Erdős
prime number theorem elementaryProofBy Paul Erdős
linked to: Pál Erdős
Happy Ending problem namedAfter Paul Erdős
linked to: Pál Erdős
Happy Ending problem introducedBy Paul Erdős
linked to: Pál Erdős
Erdős–Szekeres theorem namedAfter Paul Erdős
linked to: Pál Erdős
Erdős–Szekeres theorem originalAuthors Paul Erdős
linked to: Pál Erdős
Esther Szekeres coAuthor Paul Erdős
linked to: Pál Erdős
The Man Who Loved Only Numbers mainSubject Paul Erdős
linked to: Pál Erdős
The Man Who Loved Only Numbers depicts Paul Erdős
linked to: Pál Erdős
Erdős number concept namedAfter Pál Erdős
Erdős–Kac theorem namedAfter Paul Erdős
linked to: Pál Erdős
Erdős–Kac theorem originalAuthors Paul Erdős
linked to: Pál Erdős
Erdős–Ko–Rado theorem namedAfter Paul Erdős
linked to: Pál Erdős
Erdős–Ko–Rado theorem originallyProvedBy Paul Erdős
linked to: Pál Erdős
Erdős–Gallai theorem namedAfter Paul Erdős
linked to: Pál Erdős
Erdős–Stone theorem namedAfter Paul Erdős
linked to: Pál Erdős
Erdős–Stone theorem originalAuthors Paul Erdős
linked to: Pál Erdős
Erdős distinct distances problem namedAfter Paul Erdős
linked to: Pál Erdős
Erdős distinct distances problem posedBy Paul Erdős
linked to: Pál Erdős
Erdős distinct distances problem originalLowerBoundProposedBy Paul Erdős
linked to: Pál Erdős
Erdős distinct distances problem originalUpperBoundConstructionBy Paul Erdős
linked to: Pál Erdős
Erdős discrepancy problem namedAfter Paul Erdős
linked to: Pál Erdős
Erdős discrepancy problem proposedBy Paul Erdős
linked to: Pál Erdős
Erdős–Turán conjecture namedAfter Paul Erdős
linked to: Pál Erdős
Erdős–Turán conjecture coAuthor Paul Erdős
linked to: Pál Erdős
Erdős–Straus conjecture namedAfter Paul Erdős
linked to: Pál Erdős
Erdős–Straus conjecture namedBy Paul Erdős and Ernst G. Straus
linked to: Pál Erdős
Erdős–Moser equation namedAfter Paul Erdős
linked to: Pál Erdős
Erdős–Moser equation studiedBy Paul Erdős
linked to: Pál Erdős
Endre Szemerédi influencedBy Paul Erdős
linked to: Pál Erdős
Erdős on Graphs: His Legacy dedicatedTo Paul Erdős
linked to: Pál Erdős