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Existence of Coefficient Fields in Quasi-Local Rings
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Existence of Coefficient Fields in Quasi-Local Rings

Judith Kathryn Raymer
Creighton University
Master of Arts (MA), Graduate School
1965

Abstract

In the study of local algebra many results concerning coefficient fields in local rings have been discovered. The concept of a local ring was first introduced by Krull, who defined a local ring as a commutative ring R in which every ideal has a finite basis and in which the set M of all non-units is an ideal, necessarily maximal, (1, p. Sb)•
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