Full paper in PDF:
$%J. McEnerney and G. Stengle, The Nonreduced Order spectrum of a commutative ring,
Rev. Mat. Univ. Complut. Madrid 10 (1997), supplementary, 251–275.
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Plasma Physics Laboratory Princeton University Princeton, NJ 08543 — USA | Department of Mathematics Lehigh University Bethlehem PA 18015 — USA |
A nonreduced order of a ring is a subset a satisfying i) , ii) , iii) (without any restriction on and ). The purpose of this paper is to organize these objects into a topological space or spectrum, to show relations to existing concepts, to analyze some examples, and to motivate our inquiry by questions of multiplicity.
1991 Mathematics Subject Classification: 14P99, 13J25.