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1
On universal properties of preadditive and additive categories [thesis]
Universität Stuttgart
Mathias Ritter
suppose
ϕ
lemma
ipr1
additive
preadditive
functor
category
jpr1
idempotent
linear
categories
pkar
remark
padd
þñ
rfi
envelope
α1
ι1
pa1
qipr1
ýýýýñ
pm1
assertions
define
αx
commutative
furthermore
ϕa
exists
product
tensor
map
pa2
proposition
apa1
faithful
dense
karoubi
kpr1
π1
ýýñ
1xp
addra
qpiq
ýýýñ
pfi
q1x
diagram
Year:
2016
Language:
english
File:
PDF, 774 KB
Your tags:
0
/
0
english, 2016
2
Topics in Category Theory: course notes
Ignacio López Franco
monoidal
category
functor
morphism
comodd
morphisms
pxq
strict
comodules
diagram
braided
categories
finite
ýñ
hopf
ϕ
comodule
define
dimensional
functors
monoid
unique
axioms
franco
ignacio
lópez
theorem
modules
pcq
topics
vector
ýýñ
braiding
fbr
exists
spaces
χm
algebras
opmonoidal
δp
ýýýñ
figure
lemma
pgq
δq
braid
p1m
ă
commute
commutes
Year:
2016
Language:
english
File:
PDF, 540 KB
Your tags:
0
/
0
english, 2016
3
Topics in Category Theory: Hopf Algebras Lectures
Ignacio López Franco
,
D. Mehrle
monoidal
category
functor
diagram
comodd
morphism
strict
braided
commutes
define
lecture
monoid
theorem
ùñ
map
tpx
algebras
categories
morphisms
diagrams
unique
upxq
χq
hopf
fbr
lemma
upgq
δq
finite
functors
remark
commute
pcq
tensor
axioms
braiding
pxq
τx
vect
comonoid
product
vector
ýýñ
þñ
adjunction
comodule
comodules
dual
modules
comodpcq
Year:
2016
Language:
english
File:
PDF, 21.64 MB
Your tags:
0
/
0
english, 2016
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