MINIMAL PRIME IDEALS OF ORE OVER COMMUTATIVE DEDEKIND DOMAIN
Let �be an Ore extension over a commutative Dedekind domain D, where s is an automorphism on D. In the case �Marubayashi et al. [9] have already investigated the class of minimal prime ideals in term of their contraction on the coefficient ring D. In this paper, we extend this result to a general case
minimal prime, Ore extension, derivation.
