Given an integral domain D with quotient field K, we consider the ring Int(D):={f∈K[X];f(D)⊆D} of integer-valued polynomials over D. This paper deals with the question of when Int (D) is a weakly-Krull domain.
Tamoussit, A., Tartarone, F. (In corso di stampa). On weakly-Krull domains of integer-valued polynomials. RICERCHE DI MATEMATICA [10.1007/s11587-022-00710-8].
On weakly-Krull domains of integer-valued polynomials
Tartarone F.
In corso di stampa
Abstract
Given an integral domain D with quotient field K, we consider the ring Int(D):={f∈K[X];f(D)⊆D} of integer-valued polynomials over D. This paper deals with the question of when Int (D) is a weakly-Krull domain.File in questo prodotto:
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