Decompositions of ideals into irreducible ideals in numerical semigroups

V Barucci - Journal of Commutative Algebra, 2010 - JSTOR
It is proved that each ideal 𝐼 of a numerical semigroup 𝑆 is in a unique way a finite
irredundant intersection of irreducible ideals. The same result holds if" irreducible ideals" are …
被引用次数：19 相关文章

DECOMPOSITIONS OF IDEALS INTO IRREDUCIBLE IDEALS IN NUMERICAL SEMIGROUPS

V BARUCCI - projecteuclid.org
It is proved that each ideal Á of a numerical semigroup Ë is in a unique way a finite
irredundant intersection of irreducible ideals. The same result holds if" irreducible ideals" are …

Decompositions of ideals into irreducible ideals in numerical semigroups

V Barucci - JOURNAL OF COMMUTATIVE ALGEBRA, 2010 - iris.uniroma1.it
It is proved that each ideal I of a numerical semigroup S is in a unique way a finite
irredundant intersection of irreducible ideals. The same result holds if" irreducible ideals" are …

[引用][C] Decompositions of ideals into irreducible ideals in numerical semigroups

V Barucci - J. Commut. Algebra, 2010 - dml.mathdoc.fr
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[PDF][PDF] Decompositions of ideals into irreducible ideals in numerical semigroups

V Barucci - scholar.archive.org
It is proved that each ideal I of a numerical semigroup S is in a unique way a finite
irredundant intersection of irreducible ideals. The same result holds if" irreducible ideals" are …

[引用][C] Decompositions of ideals into irreducible ideals in numerical semigroups

V Barucci - 2010 - projecteuclid.org
It is proved that each ideal Á of a numerical semigroup Ë is in a unique way a finite
irredundant intersection of irreducible ideals. The same result holds if" irreducible ideals" are …