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Roger Godement (French: [ɡɔdmɑ̃]; 1
October 1921 – 21 July 2016) was a
French mathematician,
known for his work in
functional analysis as well as his expository...
- The
Godement resolution of a
sheaf is a
construction in
homological algebra that
allows one to view global,
cohomological information about the
sheaf in...
- François
Godement (born June 14, 1949) is a
French historian,
specialist of
China and
international relations in East Asia. He is now a
Professor in political...
- Amsterdam-Oxford-New York: North-Holland. ISBN 0-444-85176-3. MR 0482697.
Godement 1973, II.5.12, p. 236 Edgar,
Gerald A. (2008). "Topological Dimension"...
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International Series in
Applied Mathematics. Prentice-Hall. p. 91.
Roger Godement, Algebra, 1968. ISO 80000-2:2009. Ken Stroud,
Engineering Mathematics,...
-
first African woman to gain a PhD in mathematics),
Adrien Douady,
Roger Godement, Max Karoubi, Jean-Louis Koszul, Jean-Pierre
Serre and René Thom. Cartan's...
- algébriques de caractéristique p, I, d'après Weil (local zeta-function)
Roger Godement,
Groupe complexe unimodulaire, I : Les représentations
unitaires irréductibles...
-
thesis can be
viewed as the GL(1) case of the work by
Godement–Jacquet.
Basic Number Theory Godement, Roger; Jacquet, Hervé (1972), Zeta
functions of simple...
- are acyclic.
Godement defined sheaf cohomology via a
canonical flabby resolution of any sheaf;
since flabby sheaves are acyclic,
Godement's definition agrees...
-
University of
Paris in 1979
under the
supervision of Max
Karoubi and
Roger Godement, with a
dissertation titled K-Théorie des
anneaux d'entiers de
corps de...
