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Ideals contracted from 1-dimensional overrings with an application to the primary decomposition of ideals

Ideals contracted from 1-dimensional overrings with an application to the primary decomposition of ideals

We prove that each ideal of a locally formally equidimensional analytically unramified Noetherian integral domain is the contraction of an ideal of a one-dimensional semilocal birational extension domain. We give an application to a problem concerning the primary decomposition of powers of ideals in Noetherian rings. It is shown in …