Let ${\displaystyle R}$be a ring and ${\displaystyle (f_{1},...,f_{n})}$be the ideal generated by the elements ${\displaystyle f_{1},...,f_{n}\in R[x]}$. Is there a general algorithm for finding ${\displaystyle R[x]/(f_{1},...,f_{n})}$up to isomorphism?--AnalysisAlgebra (talk) 05:27, 13 November 2012 (UTC)[reply]