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Witold Hurewicz (June 29, 1904 –
September 6, 1956) was a
Polish mathematician.
Witold Hurewicz was born in Łódź, at the time one of the main
Polish industrial...
- the
Hurewicz theorem is a
basic result of
algebraic topology,
connecting homotopy theory with
homology theory via a map
known as the
Hurewicz homomorphism...
- mathematics, a
Hurewicz space is a
topological space that
satisfies a
certain basic selection principle that
generalizes σ-compactness. A
Hurewicz space is...
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commutative diagram shows the situation: : 66 A
fibration (also
called Hurewicz fibration) is a
mapping p : E → B {\displaystyle p\colon E\to B} satisfying...
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Lebesgue 1921. Kuperberg, Krystyna, ed. (1995),
Collected Works of
Witold Hurewicz,
American Mathematical Society,
Collected works series, vol. 4, American...
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contributions to this
development were also made by
Samuel Eilenberg, see:
Witold Hurewicz and
Henry Wallman,
Dimension Theory, 1941,
Chapter VII.)
Monitor Polski...
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Functors and
natural transformations abound in
algebraic topology, with the
Hurewicz homomorphisms serving as examples. For any
pointed topological space (...
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Allen Hatcher Friedrich Hirzebruch Heinz Hopf
Michael J.
Hopkins Witold Hurewicz Egbert van
Kampen Daniel Kan
Hermann Künneth Ruth
Lawrence Solomon Lefschetz...
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constituting relations between homotopy and homology, for
example the
Hurewicz theorem.
Another approach is
given by
stable homotopy theory.
Thanks to...
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Vienna Thesis Über die Dimensionalität von
Punktmengen (1924)
Doctoral advisor Hans Hahn
Doctoral students Abraham Wald
Witold Hurewicz Georg Nöbeling...
