47:
549:. It was during Hurewicz's time as Brouwer's assistant in Amsterdam that he did the work on the higher homotopy groups; "...the idea was not new, but until Hurewicz nobody had pursued it as it should have been. Investigators did not expect much new information from
522:, published in 1941. A reviewer writes that the book "...is truly a classic. It presents the theory of dimension for separable metric spaces with what seems to be an impossible mixture of depth, clarity, precision, succinctness, and comprehensiveness."
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is an introduction to ordinary differential equations that again reflects the clarity of his thinking and the quality of his writing.
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in
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one of the main topics. Although
Hurewicz knew intimately the topology that was being studied in Poland he chose to go to
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at that time was classified because of its military importance. From 1945 until his death he worked at the
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it is suggested that he was "...a paragon of absentmindedness, a failing that probably led to his death."
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Hurewicz is best remembered for three remarkable contributions to mathematics: his discovery of the
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and then decided to remain in the United States and not return to his position in
Amsterdam.
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He died after participating in the
International Symposium on Algebraic Topology at the
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Hurewicz had a second textbook published, but this was not until 1958 after his death.
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was refounded and it began operating as a Polish university. Rapidly, a
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Hurewicz attended school in a German-controlled Poland but with
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30:"Hurewicz" redirects here. For people with similar names, see
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states: "...a remarkable result of this first period is his
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Samuel
Eilenberg, Witold Hurewicz (personal reminiscences)
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265:Über eine Verallgemeinerung des Borelschen Theorems
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71:. Unsourced material may be challenged and removed.
560:In the late 1940s, he was the doctoral advisor of
451:he contributed to the war effort with research on
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726:"Symposium Internacional de Topologia Algebraica"
419:, which allowed him to spend the year 1927–28 in
325:(June 29, 1904 – September 6, 1956) was a Polish
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899:Massachusetts Institute of Technology faculty
889:Academic staff of the University of Amsterdam
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380:took control of most of the country and the
691:Lectures on ordinary differential equations
445:University of North Carolina at Chapel Hill
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388:grew up in the University of Warsaw, with
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131:Learn how and when to remove this message
879:American people of Polish-Jewish descent
585:. He tripped and fell off the top of a
579:National Autonomous University of Mexico
884:Polish expatriates in the United States
834:Literature by and about Witold Hurewicz
765:MacTutor History of Mathematics Archive
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461:Massachusetts Institute of Technology
455:. In particular, the work he did on
253:Massachusetts Institute of Technology
904:Institute for Advanced Study faculty
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69:adding citations to reliable sources
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864:20th-century Polish mathematicians
820:Collected Works of Witold Hurewicz
603:Dictionary of Scientific Biography
514:. He wrote an important text with
477:Dictionary of Scientific Biography
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529:in 1935–36, his discovery of the
510:his contributions are centred on
655:, by W. Hurewicz and H. Wallman"
415:in 1926. Hurewicz was awarded a
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27:Polish Mathematician (1904–1956)
807:10.1090/s0002-9904-1957-10101-3
710:10.1090/s0002-9904-1959-10266-4
673:10.1090/S0002-9904-1942-07723-8
571:ordinary differential equations
56:needs additional citations for
790:"Witold Hurewicz, In memoriam"
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780:Mathematics Genealogy Project
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466:Hurewicz's early work was on
443:Hurewicz worked first at the
869:Accidental deaths from falls
687:Coddington, Earl A. (1959).
531:long exact homotopy sequence
429:Institute for Advanced Study
386:strong school of mathematics
357:(1793) when it was taken by
337:Witold Hurewicz was born in
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894:University of Vienna alumni
874:Accidental deaths in Mexico
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545:groups. His work led to
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333:Early life and education
838:German National Library
730:University of Edinburgh
553:, which were obviously
417:Rockefeller scholarship
666:(9, Part 1): 641–642.
660:Bull. Amer. Math. Soc.
527:higher homotopy groups
423:. He was assistant to
794:Bull. Amer. Math. Soc
697:Bull. Amer. Math. Soc
482:topological embedding
433:Princeton, New Jersey
756:Robertson, Edmund F.
592:during an outing in
382:University of Warsaw
245:Princeton University
204:University of Vienna
65:improve this article
754:O'Connor, John J.;
616:Zygmunt Janiszewski
547:homological algebra
453:applied mathematics
815:Krystyna Kuperberg
786:Lefschetz, Solomon
724:Hurewicz, Witold.
760:"Witold Hurewicz"
693:, by W. Hurewicz"
537:in 1941, and the
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291:Doctoral students
249:Radcliffe College
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183:(1956-07-06)
181:July 6, 1956
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63:Please help
58:verification
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859:1956 deaths
854:1904 births
583:Mexico City
562:Yael Dowker
555:commutative
447:but during
405:Karl Menger
366:World War I
303:Yael Dowker
285:Karl Menger
235:Mathematics
848:Categories
622:References
535:fibrations
468:set theory
353:until the
159:1904-06-29
91:newspapers
840:catalogue
689:"Review:
651:"Review:
600:. In the
501:dimension
486:separable
421:Amsterdam
401:Hans Hahn
281:Hans Hahn
823:, 1995,
788:(1957).
649:(1942).
610:See also
543:homology
472:topology
390:topology
18:Hurewicz
836:in the
817:(ed.):
778:at the
374:Germany
105:scholar
36:Hurwitz
827:
598:Mexico
551:groups
497:finite
474:. The
439:Career
409:Vienna
394:Vienna
359:Russia
269:(1926)
267:
260:Thesis
231:Fields
193:Mexico
171:Poland
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594:Uxmal
587:Mayan
557:..."
491:into
343:Wilno
189:Uxmal
112:JSTOR
98:books
825:ISBN
737:2024
533:for
503:.*"
470:and
403:and
376:and
339:Łódź
178:Died
167:Łódź
153:Born
84:news
34:and
802:doi
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413:PhD
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