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Claude Chevalley (French: [ʃəvalɛ]; 11
February 1909 – 28 June 1984) was a
French mathematician who made
important contributions to
number theory, algebraic...
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French mathematician Claude Chevalley bear his name.
Chevalley–Shephard–Todd
theorem in
invariant theory of
finite groups.
Chevalley–Warning
theorem concerning...
- the work of
Chevalley (1955) on Lie algebras, by
means of
which the
Chevalley group concept was isolated.
Chevalley constructed a
Chevalley basis (a sort...
- (also
called the
strong order,
strong Bruhat order,
Chevalley order, Bruhat–
Chevalley order, or
Chevalley–Bruhat order) is a
partial order on the elements...
- Rham to
properties of the Lie algebra. It was
later extended by
Claude Chevalley and
Samuel Eilenberg (1948) to
coefficients in an
arbitrary Lie module...
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specifically linear algebra, the Jordan–
Chevalley decomposition,
named after Camille Jordan and
Claude Chevalley,
expresses a
linear operator in a unique...
-
slightly weaker form of the theorem,
known as
Chevalley's theorem, was
proved by
Chevalley (1935).
Chevalley's theorem implied Artin's and ****son's conjecture...
- (/ɪˈdɛlz/) were
introduced by
Chevalley (1936)
under the name "élément idéal",
which is "ideal element" in French,
which Chevalley (1940) then
abbreviated to...
- In mathematics, a
Chevalley basis for a
simple complex Lie
algebra is a
basis constructed by
Claude Chevalley with the
property that all
structure constants...
- of infinite-dimensional Kac–Moody algebras. If X is a
Dynkin diagram,
Chevalley constructed split algebraic groups corresponding to X, in
particular giving...
