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Nov
21
comment generators of a prime ideal in a noetherian ring
@Dimitrije Kostic: What made you think this is a HW problem? It is not, and from the several google searches I did, I don't think it has a straightforward answer either.
Nov
20
asked generators of a prime ideal in a noetherian ring
Nov
19
awarded  Student
Nov
19
asked Extension and contraction of ideals in polynomial rings
Nov
18
awarded  Scholar
Nov
18
accepted In a Noetherian ring, does every set of generators of an ideal have a finite subset of generators
Nov
16
asked In a Noetherian ring, does every set of generators of an ideal have a finite subset of generators