left ideal
left ideal · left ideals
A subset of a ring which is closed under left-multiplication by any element of the ringA subset of a ring which is closed under left-multiplication by any element of the ring.
Meaning
1 sensesA subset of a ring which is closed under left-multiplication by any element of the ring.
If I is a left ideal of R then rI⊆I for any r isin R.
Forms
plural: left ideals| Singular | left ideal |
|---|---|
| Plural | left ideals |
regular