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1
A Term of Commutative Algebra
MIT press
Steven Kleiman
,
Allen Altman
ϕ
assume
ideal
module
maximal
noetherian
map
finitely
yields
generated
solution
prove
finite
field
mλ
spec
ideals
nonzero
flat
primes
supp
polynomial
conversely
rings
implies
desired
injective
modules
surjective
subset
plainly
theorem
submodule
xλ
solutions
suppose
apex
multiplicative
unique
isomorphism
depth
lemma
maps
exercises
moreover
essentially
equivalent
z.div
define
owing
Year:
2013
Language:
english
File:
PDF, 7.04 MB
Your tags:
0
/
5.0
english, 2013
2
A Term of Commutative Algebra
Worldwide Center of Mathematics
Allen B. ALTMAN and Steven L. KLEIMAN
ϕ
assume
ideal
module
maximal
noetherian
map
finitely
yields
generated
solution
prove
finite
field
mλ
spec
ideals
nonzero
flat
primes
supp
polynomial
conversely
rings
implies
desired
injective
modules
surjective
subset
plainly
theorem
submodule
xλ
solutions
suppose
apex
multiplicative
unique
isomorphism
depth
lemma
maps
exercises
moreover
essentially
equivalent
z.div
define
owing
Year:
2021
Language:
english
File:
PDF, 8.64 MB
Your tags:
5.0
/
5.0
english, 2021
3
A term of commutative algebra
Allen Altman
,
Steven Kleiman
assume
ideal
module
maximal
noetherian
map
finitely
generated
yields
solution
prove
finite
mλ
spec
ideals
nonzero
primes
supp
rings
conversely
desired
polynomial
modules
implies
surjective
injective
subset
theorem
ℓ
submodule
xλ
plainly
suppose
multiplicative
unique
solutions
depth
lemma
isomorphism
essentially
exercises
maps
z.div
apex
equivalent
define
owing
moreover
equal
nλ
Year:
2017
Language:
english
File:
PDF, 4.62 MB
Your tags:
0
/
5.0
english, 2017
4
A term of commutative algebra
Allen Altman
,
Steven Kleiman
ideal
module
assume
finitely
generated
prove
maximal
map
noetherian
yields
mλ
solution
finite
nonzero
ideals
primes
theorem
polynomial
spec
ℓ
conversely
surjective
injective
subset
rings
modules
multiplicative
suppose
supp
lemma
submodule
implies
isomorphism
nλ
linear
functor
equivalent
equal
define
desired
maps
essentially
frac
unique
product
αλ
solutions
consider
proposition
depth
Year:
2013
Language:
english
File:
PDF, 1.39 MB
Your tags:
0
/
0
english, 2013
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