Skip to content
EntityQ465488· pop 36· linked from 70 articles

Leopold Infeld

Sign in to save

Polish physicist (1898–1968)

Person · Open Library

Born
1898
Died
1968
Works
30

Top works

  • Quest, the evolution of a scientist
  • The fourth dimension and relativity
  • Conférence internationale sur les théories relativistes de la gravitation
  • The world in modern science
  • Galois lectures

via Open Library + Wikidata

Music · MusicBrainz

Type
Person
Country
GB
Active from
1882-04-18
Active to
1977-09-13

via MusicBrainz · CC0

Listeners · Last.fm

Listeners
1
Total plays
1

<a href="https://www.last.fm/music/Leopold+Infeld">Read more on Last.fm</a>

via Last.fm · Leopold Infeld

Quotes

  • … mathematicians progress only by doubt, through humble and constant attempts to impinge on the immense domain of the unknown.

via Wikiquote · CC BY-SA

Key facts

Born
20 August 1898 ( 1898-08-20 ) , Kraków , Austria-Hungary , later Poland
Died
15 January 1968 (1968-01-15) (aged 69), Warsaw , Poland
Citizenship
Austrian (1898–1918), Polish (1918–1968), Canadian (1939–50)
Alma mater
Jagiellonian University
Known for
Infeld–Van der Waerden symbols , Born–Infeld theory , Einstein–Infeld–Hoffmann equations , Infeld–Hull factorization method
Children
Eryk Infeld [ pl ]
Fields
Physics
Institutions
Cambridge University , Jagiellonian University , University of Lwów , Princeton University , University of Toronto
Doctoral students
Iwo Bialynicki-Birula , Alfred Schild , Andrzej Trautman , P. R. Wallace

via Wikipedia infobox

Wikidata facts

Image
Leopold Infeld 1960.jpg
Show 5 more facts
Commons category
Leopold Infeld
date of birth
1898-08-20
date of death
1968-01-15
Erdős number
3
name in native language
Leopold Infeld
Sources (4)

via Wikidata · CC0

~4 min read

Article

Leopold Infeld (20 August 1898 – 15 January 1968) was a Polish physicist who worked mainly in Poland and Canada (1938–1950). He was a Rockefeller fellow at Cambridge University (1933–1934) and a member of the Polish Academy of Sciences.

Early life

Connections

Categories