KARAKTERISTIK IDEAL SIKLIK PRIMA PADA RING BILANGAN BULAT GAUSSIAN DAN RING BILANGAN BULAT EISENSTEIN

Abstract

This article discusses prime cyclic ideals on Gaussian integers and Eisenstein integers to ring modulo n with a; b ∈ Zn. That is solved by uses theorems related to the characteristics of prime cyclic ideals apply to the Gaussian ring of integers and the Eisenstein ring of integers. This Characteristics to show that Gaussian primes and Eisenstein primes are prime ideals.