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13-00 - Commutative rings and algebras :: General reference works
owned by
Wkbj79
a characterization of the radical of an ideal
owned by
CWoo
absolute value
owned by
djao
additive inverse of one element times another element is the additive inverse of their product
owned by
cvalente
alternative proof of condition on a near ring to be a ring
owned by
Wkbj79
associates
owned by
drini
cancellation ring
owned by
djao
Cartesian product of vector spaces
owned by
Mathprof
concepts in abstract algebra
owned by
matte
concepts in linear algebra
owned by
matte
condition on a near ring to be a ring
owned by
CWoo
distributivity
owned by
yark
every prime ideal is radical
owned by
alozano
examples of modules
owned by
mathcam
examples of radicals of ideals in commutative rings
owned by
joking
examples of rings
owned by
matte
generated subring
owned by
polarbear
if and only if
or
is the zero vector in a vector space
owned by
aoh45
law of signs under multiplication in a ring
owned by
alozano
Minkowski sum
owned by
matte
minus one times an element is the additive inverse in a ring
owned by
alozano
module
owned by
djao
modules over decomposable rings
owned by
joking
multiplicative order of an integer modulo m
owned by
alozano
new vector spaces from old ones
owned by
matte
proof of second isomorphism theorem for rings
owned by
smw
properties of tensor product
owned by
polarbear
properties of the multiplicative order of an integer
owned by
alozano
radical of an ideal
owned by
CWoo
ring
owned by
djao
submodule
owned by
PrimeFan
subring
owned by
yark
tensor product
owned by
rmilson
tensor product of algebras
owned by
CWoo
uniqueness of additive identity in a ring
owned by
alozano
uniqueness of additive inverse in a ring
owned by
alozano
unities of ring and subring
owned by
pahio
unitization
owned by
rspuzio
unity
owned by
pahio
unity of subring
owned by
pahio
vector space
owned by
djao
Yetter-Drinfel'd module
owned by
bci1
zero times an element is zero in a ring
owned by
alozano
zero vector in a vector space is unique
owned by
matte
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