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Witold Hurewicz

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Witold Hurewicz (1904 to 1956) was a Polish mathematician who worked in general topology, algebraic topology and dimension theory. Born in Lodz, he studied in Vienna under Hans Hahn and Karl Menger and received his PhD in 1926, then worked as an assistant to L. E. J. Brouwer in Amsterdam from 1928 to 1936. He moved to the United States, held posts at the University of North Carolina and the Institute for Advanced Study, worked on servomechanisms during the war and from 1945 until his death was at the Massachusetts Institute of Technology. He is best remembered for the higher homotopy groups, the long exact homotopy sequence for fibrations and the Hurewicz theorem linking homotopy and homology groups. His 1941 book Dimension Theory, written with Henry Wallman, is a classic.

Facts
Biography
Gender
Male 1
Birth Year
1904 1
Connections

In Branch

Source Witold Hurewicz (Wikipedia)
Source Witold Hurewicz (Wikipedia)

Mentored By

Source Witold Hurewicz (Wikipedia)
Source Witold Hurewicz (Wikipedia)

Principal Result

Source Witold Hurewicz (Wikipedia)

Proofs Credited

Source Hurewicz theorem, Wikipedia
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Source Witold Hurewicz (Wikipedia)Lead
Quote, Lead
was a Polish mathematician
Sources
1. MacTutor History of Mathematics: Witold Hurewicz (MacTutor)
MacTutor History of Mathematics
  • Quick Info, born
    29 June 1904
  • Biography, pronoun
    He passed the matriculation examination in May 1921
View the Source
Witold Hurewicz (Wikipedia)
  • Lead
    was a Polish mathematician
  • Mentored By: Hans Hahn, Early life, doctorate
    He studied under Hans Hahn and Karl Menger in Vienna
  • Mentored By: Karl Menger, Early life, doctorate
    He studied under Hans Hahn and Karl Menger in Vienna
  • Principal Result: Hurewicz Theorem, Career
    the Hurewicz theorem connecting homotopy and homology groups
View the Source
Hurewicz theorem, Wikipedia
Proofs Credited: Hurewicz Theorem, Lead sentence
Quote, Proofs Credited: Hurewicz Theorem, Lead sentence
The theorem is named after Witold Hurewicz, and generalizes earlier results of Henri Poincaré.
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