In mathematics, a Dieudonné module introduced by Jean Dieudonné (1954, 1957b), is a module over the non-commutative Dieudonné ring, which is generated...

published in 1955), and on formal groups, introducing what now are called Dieudonné modules, had a major effect on those fields. He was born and brought up in...

corresponding Dieudonné modules, e.g., connected p-group schemes correspond to D-modules for which F is nilpotent, and étale group schemes correspond to modules for...

GK and some linear algebraic structure and to consider so-called Dieudonné modules D B ( V ) = ( B ⊗ Q p V ) G K {\displaystyle D_{B}(V)=(B\otimes _{\mathbf...

Dieudonné. ——; Dieudonné, Jean (1939). "Note de tératopologie II". Revue scientifique (Or, "Revue rose"): 180–81. Presumptive author: Jean Dieudonné....

ramification theory, crystalline cohomology converts this situation into Dieudonné module theory, giving an important handle on arithmetic problems. Conjectures...

complete symmetric function hr to hr/n if n divides r and to 0 otherwise. Dieudonné module Demazure, Michel (1972), Lectures on p-divisible groups, Lecture Notes...

and Renormalization. Springer. ISBN 9783540303084. Cotangent complex Dieudonné module MacMahon's master theorem "Pierre Cartier". Institute for Advanced...

except that M is a module for the quotient field K of W rather than W. The Dieudonné–Manin classification theorem was proved by Dieudonné (1955) and Manin...

theory (Nakayama 1939), (Nakayama 1941). Jean Dieudonné used this to characterize Frobenius algebras (Dieudonné 1958). Frobenius algebras were generalized...

sheaf of O-modules or simply an O-module over a ringed space (X, O) is a sheaf F such that, for any open subset U of X, F(U) is an O(U)-module and the restriction...

In commutative algebra, the support of a module M over a commutative ring R is the set of all prime ideals p {\displaystyle {\mathfrak {p}}} of R such...

Théorème 8.11.1. Stacks Project, Tag 01WG. Grothendieck, Alexandre; Dieudonné, Jean (1966). "Éléments de géométrie algébrique: IV. Étude locale des...

{\displaystyle {\mathcal {F}}} of O X {\displaystyle {\mathcal {O}}_{X}} -modules that has a local presentation, that is, every point in X {\displaystyle...

mathematics, a topological space (X, T) is called completely uniformizable (or Dieudonné complete) if there exists at least one complete uniformity that induces...

University with thesis Abelian varieties over a perfect field and Dieudonné Modules. After completing his Ph.D., Oda was an associate professor at Nagoya...

Grothendieck & Dieudonné 1960, 5.4.6 Stacks, Morphisms of schemes. Lemma 4.1 Stacks, Morphisms of schemes. Lemma 27.2 Grothendieck, Alexandre; Dieudonné, Jean...

"Éléments de géométrie algébrique". Dieudonné 1985, Chapters IV and V. Dieudonné 1985, sections VII.2 and VII.5. Dieudonné 1985, section VII.4. Chevalley,...

géométrie algébrique, Ch 0, 4.1.1. Section 0.4 of Grothendieck, Alexandre; Dieudonné, Jean (1960). "Éléments de géométrie algébrique: I. Le langage des schémas"...

space which has an inverse with respect to tensor product of sheaves of modules. It is the equivalent in algebraic geometry of the topological notion of...

(2015) p. 97, § 3.89 Halmos (1974) p. 34, § 22, Theorem 2 Dieudonné (1976) p. 65, § 12.14.8 Dieudonné (1976) p. 54, § 12.11.3 Axler, Sheldon (2015). Linear...

of commutative rings A → B → C and a C-module L there is an exact sequence of A-modules (Grothendieck & Dieudonné 1964, 20.2.3.1) 0 → Der B ⁡ ( C , L )...

physics. She was described by Pavel Alexandrov, Albert Einstein, Jean Dieudonné, Hermann Weyl and Norbert Wiener as the most important woman in the history...

153–185. Grothendieck & Dieudonné 1971, Ch. 0I, Définitions (2.3.1), (2.3.2) and (2.3.10), pp. 55-57 Grothendieck & Dieudonné 1964, Ch. I, Théorème (1...

Raynaud 1971, pp. 7–8 EGA 0IV, Définition 16.4.9 Grothendieck, Alexandre; Dieudonné, Jean (1961). "Eléments de géométrie algébrique: III. Étude cohomologique...

glossary of algebraic geometry, glossary of ring theory and glossary of module theory. In this article, all rings are assumed to be commutative with identity...

Grothendieck, Alexandre; Jean Dieudonné (1964), "Éléments de géométrie algébrique (rédigés avec la collaboration de Jean Dieudonné) : IV. Étude locale des schémas...

are another variation related to overconvergent cohomology theories. A Dieudonné crystal is a crystal with Verschiebung and Frobenius maps. An F-crystal...

flatness and generic freeness state that under certain hypotheses, a sheaf of modules on a scheme is flat or free. They are due to Alexander Grothendieck. Generic...

{\displaystyle A\to B} is called flat if it is a homomorphism that makes B a flat A-module. A morphism of schemes is called faithfully flat if it is both surjective...