mathlib3
03ddb98a - feat(ring_theory/discrete_valuation_ring) A local noetherian integral domain of dimension one whose maximal ideal is principal is a discrete valuation ring.

Commit

5 years ago

feat(ring_theory/discrete_valuation_ring) A local noetherian integral domain of dimension one whose maximal ideal is principal is a discrete valuation ring.

Author

LAC1213

Parents

3669cb35

mathlib3 03ddb98a - feat(ring_theory/discrete_valuation_ring) A local noetherian integral domain of dimension one whose maximal ideal is principal is a discrete valuation ring.

mathlib3
03ddb98a - feat(ring_theory/discrete_valuation_ring) A local noetherian integral domain of dimension one whose maximal ideal is principal is a discrete valuation ring.