Let R be a prime P.I. ring, finitely generated over a central noetherian subring. Let P be a height one prime ideal in R. We establish a finite criteria for the left (right) Ore localizability of P, provided P/P 2 is left (right) finitely generated. This replaces the noetherian assumption on R appearing in [BW], using an entirely different technique.
ASJC Scopus subject areas
- Mathematics (all)