Journal Title
Title of Journal: Algebr Represent Theor
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Abbravation: Algebras and Representation Theory
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Publisher
Kluwer Academic Publishers
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Authors: Joachim Gräter
Publish Date: 2007/05/02
Volume: 10, Issue: 4, Pages: 315-331
Abstract
Let R be a commutative integral domain with field of fractions F and let Q be a finitedimensional central simple Falgebra If R is a Prüfer domain then it is still unknown whether or not R can be extended to a Prüfer order in Q in the sense of Alajbegović and Dubrovin J Algebra 135 165–176 1990 In this paper we investigate a more general class of rings which we call rings of Prüfer type and we will prove an extension theorem for these rings Under special assumptions this result also leads to an extension theorem for certain Prüfer domains
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