Left ideal

Noun

Definitions

1.NounA 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 r I ⊆ I {\displaystyle rI\subseteq I} for any r ∈ R {\displaystyle r\in R} ."

The Daily Word NerdA new word, a puzzle, and a fun fact — free in your inbox every morning.

Free forever · unsubscribe anytime · all 14 newsletters

That email did not go through — please check it and try again.