It is well-known that if R is a domain with finite character, each locally principal nonzero ideal of R is invertible. We address the problem of understanding when the converse is true and survey some recent results.
Gabelli, S. (2013). Locally principal ideals and finite character. BULLETIN MATHÉMATIQUE DE LA SOCIÉTÉ DES SCIENCES MATHÉMATIQUES DE ROUMANIE, 56 (104), 99-108.
Locally principal ideals and finite character
GABELLI, Stefania
2013-01-01
Abstract
It is well-known that if R is a domain with finite character, each locally principal nonzero ideal of R is invertible. We address the problem of understanding when the converse is true and survey some recent results.File in questo prodotto:
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