We prove that, if V is an effectively given commutative valuation domain such that its value group is dense and archimedean, then the theory of all V-modules is decidable.
Decidability of the theory of modules over discrete valuation domains
TOFFALORI, Carlo
2007-01-01
Abstract
We prove that, if V is an effectively given commutative valuation domain such that its value group is dense and archimedean, then the theory of all V-modules is decidable.File in questo prodotto:
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