A mixed characteristic valuation ring is a filtered colimit of complete intersection Z-algebras if Γ/Z val(p) has no p-torsion and the ring is Henselian.
Transcendence in Algebra, Com- binatorics, Geometry and Number Theory
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Valuation rings of mixed characteristic as limits of complete intersection rings
A mixed characteristic valuation ring is a filtered colimit of complete intersection Z-algebras if Γ/Z val(p) has no p-torsion and the ring is Henselian.
- Algebraic valuation ring extensions as limits of complete intersection algebras