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1
Structures locales. Partie II 1
Andrée Ehresmann
structures
proposition
inductive
foncteur
espèce
éléments
atlas
inductif
faible
défini
category
compatible
complet
agrégat
élément
groupoïde
groupoi
groupoîde
corollaire
pseudogroupe
théorème
tels
restriction
ehresmann
élargissement
induction
admet
préinductif
saturé
resp
intersection
complète
démonstration
kategorie
quotient
relativement
unités
admettant
inductifs
inductives
strukturen
groupoid
préinductive
comments
résulte
filtre
species
équivalence
espace
homomorphismes
Year:
1981
Language:
french
File:
PDF, 16.82 MB
Your tags:
0
/
0
french, 1981
2
Symplectic Geometry, Groupoids, And Integrable Systems
Springer Science & Business Media
Pierre Dazord
,
Alan Weinstein
poisson
symplectic
symplectique
algebre
manifold
variete
bundle
map
jacobi
theorem
manifolds
groupoids
groupoid
theoreme
proposition
dimension
vector
defined
resp
fibre
fibres
invariant
dazord
symplectiques
structures
equivalent
momentum
foliation
weinstein
lemme
affine
groupes
morita
unique
lemma
varietes
feuilletage
hamiltonian
algebres
function
groupoi
compact
trivial
functions
reduction
espace
equivariant
cocycle
suppose
champs
Year:
2012
Language:
french
File:
PDF, 37.17 MB
Your tags:
0
/
0
french, 2012
3
Symplectic Geometry, Groupoids, and Integrable Systems: Séminaire Sud Rhodanien de Géométrie à Berkeley (1989)
Springer US
Claude Albert
,
Pierre Dazord (auth.)
,
Pierre Dazord
,
Alan Weinstein (eds.)
poisson
symplectic
symplectique
algebre
manifold
variete
bundle
map
jacobi
theorem
manifolds
groupoids
groupoid
theoreme
proposition
dimension
vector
defined
resp
fibre
fibres
invariant
dazord
symplectiques
structures
equivalent
momentum
foliation
weinstein
lemme
affine
groupes
morita
unique
lemma
varietes
feuilletage
hamiltonian
algebres
function
groupoi
compact
trivial
functions
reduction
espace
equivariant
cocycle
suppose
champs
Year:
1991
Language:
english
File:
PDF, 22.89 MB
Your tags:
0
/
0
english, 1991
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