-
James Dugundji (August 30, 1919 –
January 8, 1985) was an
American mathematician, a
professor of
mathematics at the
University of
Southern California....
- 83;
Kuratowski 1966, p.63.
Dugundji 1966, 211;
Engelking 1977, p.52.
Dugundji 1966, p.212;
Engelking 1977, p.52.
Dugundji 1966, p.69;
Engelking 1977,...
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subsets of a set
Dugundji 1966,
Definition VIII.3.1, p. 167.
Willard 2004,
Definition 20.1.
Dugundji 1966,
Definition VIII.3.3, p. 167.
Dugundji 1966, Prop...
-
infinite sequence Subsequential limit – The
limit of some
subsequence Dugundji 1966, pp. 209–210.
Bourbaki 1989, pp. 68–83. "Difference
between boundary...
- \ldots } are
instead ****umed to be open
since a
union of open sets is open.
Dugundji 1966, p. 83,
Theorem III.9.4. Munkres,
James R. (2000).
Topology (2nd ed...
- elementary, proof. a-paracompact
space Paranormal space Munkres 2000, pp. 252.
Dugundji 1966, pp. 170,
Theorem 4.2. Johnstone,
Peter T. (1983). "The
point of pointless...
-
Constantin Carathéodory
Dugundji extension theorem - a
theorem in topology,
named after the
American mathematician James Dugundji Extension Lemma - a lemma...
-
Scientific Publishing Company. ISBN 978-981-4571-52-4. OCLC 945169917.
Dugundji,
James (1966). Topology. Boston:
Allyn and Bacon. ISBN 978-0-697-06889-7...
- Weisstein, Eric W. "Limit". mathworld.wolfram.com.
Retrieved 2020-08-18.
Dugundji 1966, pp. 209–210. Császár 1978, p. 61. Zeidler,
Eberhard (1995). Applied...
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spaces to
other classes of maps on
other types of space. Granas, Andrzej;
Dugundji,
James (2003),
Fixed Point Theory,
Springer Monographs in Mathematics,...
