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1
Licence de mathématiques: Cours d’Algèbre linéaire et bilinéaire 2012--2013
Luis Paris
λ1
espace
vectoriel
linéaire
à
λn
matrice
démonstration
montre
ceci
définition
hα
tels
dimension
µ1
lemme
finie
proposition
λj
posons
pose
λi
vecteur
propres
supposons
théorème
λ.u
vecteurs
eλ
l’application
polynôme
µm
canonique
où
valeurs
espaces
l’ensemble
µn
combinaison
endomorphisme
l’espace
suppose
stable
vectoriels
v̄
λ.id
d’éléments
diagonalisable
implique
x.id
Year:
2012
Language:
french
File:
PDF, 414 KB
Your tags:
0
/
0
french, 2012
2
Representation Theory of Finite Groups [Lecture notes]
Anupam Singh
irreducible
representations
theorem
χi
finite
prove
invariant
map
subspace
dimensional
matrix
ρ0
dimension
χ1
groups
subgroup
define
consider
proposition
vector
abelian
conjugacy
linear
χ2
χ3
corresponding
lemma
product
maschke’s
algebraic
corollary
integer
λij
isomorphic
suppose
ρi
defined
hχ
module
notation
sym2
implies
exists
χ0
χh
compliment
conjugate
schur’s
subgroups
αg
Year:
2010
Language:
english
File:
PDF, 316 KB
Your tags:
0
/
0
english, 2010
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