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16D25 - Associative rings and algebras :: Modules, bimodules and ideals :: Ideals
annihilator is an ideal
owned by
yark
associated prime
owned by
rspuzio
characterization of prime ideals
owned by
GrafZahl
comaximal ideals
owned by
yark
contracted ideal
owned by
drini
dense ideal
owned by
jocaps
entries on finitely generated ideals
owned by
pahio
every PID is a UFD
owned by
rm50
every PID is a UFD - alternative proof
owned by
joking
existence of maximal ideals
owned by
yark
ideal
owned by
djao
ideal generated by a subset of a ring
owned by
mathcam
ideal multiplication laws
owned by
pahio
ideal of an algebra
owned by
asteroid
ideal of elements with finite order
owned by
pahio
internal direct sum of ideals
owned by
Mathprof
irreducible ideal
owned by
CWoo
large ideal
owned by
jocaps
lattice of ideals
owned by
CWoo
maximal ideal
owned by
djao
maximal ideal is prime
owned by
pahio
maximal ideal is prime (general case)
owned by
mclase
modular ideal
owned by
CWoo
multiplication rule gives inverse ideal
owned by
pahio
nilpotent ideal
owned by
antizeus
pairwise comaximal ideals property
owned by
polarbear
PID
owned by
mps
PID and UFD are equivalent in a Dedekind domain
owned by
rm50
primitive ideal
owned by
antizeus
principal ideal
owned by
djao
product of finitely generated ideals
owned by
pahio
product of ideals
owned by
mathcam
product of left and right ideal
owned by
pahio
proof of product of left and right ideal
owned by
rm50
proper ideal
owned by
antizeus
regular ideal
owned by
pahio
semiprime ideal
owned by
antizeus
sum of ideals
owned by
pahio
topics on ideals
owned by
pahio
zero ideal
owned by
antizeus
zero ideal
owned by
pahio
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