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Péter Frankl · Vinony

EntityQ718082· pop 8· linked from 31 articles

Péter Frankl

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Hungarian mathematician and street performer in Japan (b.1953)

Person · Open Library

Born: 1953-03-26
Works: 4

Top works

קונצרט בונוס
Byť židom, biť žida
Extremal Problems for Finite Sets
An extremal problem on K{sub}r-free graphs
An extremal problem on Kbr-free graphs

via Open Library + Wikidata

Listeners · Last.fm

Listeners: 29
Total plays: 247

<a href="https://www.last.fm/music/P%C3%89TER+FRANKL">Read more on Last.fm</a>

via Last.fm · PÉTER FRANKL

Key dates

Born: 26 March 1953

via Wikidata · CC0

Wikidata facts

Instance of: human
Given name: Peter
Gender: male
Citizenship: France
Place of birth: Kaposvár
Occupation: university teacher
Educated at: Eötvös Loránd University
Employer: University of Tokyo
Languages spoken: Hungarian
Doctoral advisor: Gyula O. H. Katona

Connections

Categories

1953 births 20th-century Hungarian mathematicians 20th-century Hungarian people 21st-century Hungarian mathematicians 21st-century Hungarian people BLP articles lacking sources from June 2016 Expatriate television personalities in Japan Graph theorists Hungarian expatriates in Japan Hungarian Jews International Mathematical Olympiad participants Jugglers

Sources

wikipedia.externallinksexternallink
Open Libraryauthor-profile
Wikidata (CC0)wikidata-claims
lastfmlastfm-artist

Field of work

Official website

peterfrankl.com

Image

PeterFrankl.jpg

Show 5 more facts

P463: Hungarian Academy of Sciences
P1889: Peter Frankl
P793: defection
P551: Japan
P6104: WikiProject Mathematics

via Wikidata · CC0

International Standard Book Number

Entity

International Mathematical Olympiad

Eötvös Loránd University

Hungarian Academy of Sciences

Paris Diderot University

street performance

Mathematical Reviews

doctoral advisor

Members of the Hungarian Academy of Sciences

People from Kaposvár

What links here31 pages

Szemerédi regularity lemma

extremal combinatorics

Hungary–Japan relations

history of the Jews in Japan

Erdős–Ko–Rado theorem

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