Mathematics – Commutative Algebra
Scientific paper
2006-01-23
Mathematics
Commutative Algebra
4 pages
Scientific paper
For a commutative ring R we investigate the property that the sets of minimal
primes of finitely generated ideals of R is always finite. We prove this
property passes to polynomial ring extensions (in an arbitrary number of
variables) over R as well as to R-algebras which are finitely presented as
R-modules.
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