Arthur742Ramos/NagataFactoriality
A Lean 4 and Mathlib formalization of Nagata's factoriality theorem for noetherian integral domains. It proves that unique factorization descends from a localization when every denominator is a finite product of prime elements, packages the specialization to submonoids generated by sets of primes, and demonstrates the method with a Nagata-based polynomial UFD theorem.
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