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1
Lecture notes on noncommutative geometry and quantum groups
Piotr M. Hajac (ed.)
,
Pawel Witkowski
item
hdots
map
tilde
equation
align
psi
blt
emph
defn
rk_0
mapsto
varphi
poisson
thm
oplus
enumerate
frac
mathcal
rho
category
tensor
infty
isom
module
circ
algebras
sum_
xymatrix
otimes
quad
compact
gerg
array
functor
galois
isomorphism
omega
define
hopf
cite
theorem
rk_1
split
bibitem
defined
alpha
mathrm
xrightarrow
homology
Year:
2010
Language:
english
File:
ZIP, 1.05 MB
Your tags:
0
/
0
english, 2010
2
A Brief Course in Linear Algebra [Source Code]
Leonard Evens
matrix
solution
row
bma
lambda
equation
vector
vectors
column
frac
zero
exer
v_2
v_1
linear
sqrt
matrices
solutions
eigenvectors
x_2
reduction
eigenvalues
equations
coordinates
x_1
rows
entries
corresponding
rank
subspace
qquad
columns
operations
determinant
eigenvalue
linearly
x_3
v_3
align
independent
rrr
eigenvector
product
solve
jordan
axes
suppose
vdots
dimension
yields
Year:
2002
Language:
english
File:
ZIP, 1.38 MB
Your tags:
0
/
0
english, 2002
3
Algebra Selected Solutions [notes]
Michael Artin
bmatrix
varphi
item
suppose
rightarrow
ϕ
itemize
solution
matrix
subgroup
mathbb
degree
a_1
consider
prove
polynomial
lbrace
rbrace
irreducible
vdots
array
element
theorem
groups
neq
sum_
matrices
frac
homomorphism
thm
product
roots
a_2
row
finite
implies
integer
linear
ideal
hdots
polynomials
inverse
map
cosets
equiv
isomorphism
subgroups
elementary
invertible
kerϕ
Year:
2017
Language:
english
File:
RAR, 1.08 MB
Your tags:
0
/
0
english, 2017
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