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The complete quotient ring of images of semilocal Prüfer domains
1977
Canadian Journal of Mathematics - Journal Canadien de Mathematiques
Introduction. It is well known that the complete quotient ring of a Noetherian ring coincides with its classical quotient ring, as shown in Akiba [1] . But in general, the structure of the complete quotient ring of a given ring is largely unknown. This paper investigates the structure of the complete quotient ring of certain Prùfer rings. Boisen and Larsen [2] considered conditions under which a Prùfer ring is a homomorphic image of a Prùfer domain and the properties inherited from the domain.
doi:10.4153/cjm-1977-092-x
fatcat:2eo5gizyj5fvlkgnglau6kvjqe