EnglishEdit
EtymologyEdit
Latin roots, nil (“not any”) + potent (“having power”) – literally, “having zero power”.
AdjectiveEdit
nilpotent (not comparable)
 (mathematics) Describing an element of a ring, for which there exists some positive integer n such that x^{n} = 0.
Related termsEdit
TranslationsEdit
math


NounEdit
nilpotent (plural nilpotents)
 (mathematics) A nilpotent element.

2015, Garret Sobczyk, “Part I: Vector Analysis of Spinors”^{[1]}, arXiv:
 The socalled spinor algebra of C(2), the language of the quantum mechanics, is formulated in terms of the idempotents and nilpotents of the geometric algebra of space, including its beautiful representation on the Riemann sphere, and a new proof of the Heisenberg uncertainty principle.
