Definitions from Wikipedia (Nilpotent ideal)

▸ noun:  In mathematics, more specifically ring theory, an ideal I of a ring R is said to be a nilpotent ideal if there exists a natural number k such that Ik = 0.


▸ Words similar to nilpotent ideal
▸ Usage examples for nilpotent ideal

▸ Idioms related to nilpotent ideal
▸ Wikipedia articles (New!)
▸ Words that often appear near nilpotent ideal
▸ Rhymes of nilpotent ideal

▸ Invented words related to nilpotent ideal