DOIAbstract
AbstractA conjecture posed 11 years ago by S. Bazzoni is solved by showing that a Prüfer domain with the property that every locally finitely generated ideal is finitely generated is, in fact, a Prüfer domain of finite character
AbstractA conjecture posed 11 years ago by S. Bazzoni is solved by showing that a Prüfer domain with the property that every locally finitely generated ideal is finitely generated is, in fact, a Prüfer domain of finite character
Using recent work by Erman–Sam–Snowden, we show that finitely generated ideals in the ring of bounde...
AbstractIn Prüfer domains of finite character, ideals are represented as finite intersections of spe...
AbstractFor ∗ a star operation of finite type call a domain D a domain of finite ∗-character if ever...
AbstractA conjecture posed 11 years ago by S. Bazzoni is solved by showing that a Prüfer domain with...
AbstractWe show that if D is an integral domain such that every nonzero locally principal ideal of D...
It is well-known that if R is a domain with finite character, each locally principal nonzero ideal...
A commutative domain is finitely stable if every nonzero finitely generated ideal is stable, i.e. in...
AbstractA commutative domain is finitely stable if every nonzero finitely generated ideal is stable,...
We show that in certain Pr\"ufer domains, each nonzero ideal $I$can be factored as $I = I^v \Pi$, wh...
In Prüfer domains of finite character, ideals are represented as finite intersections of special ide...
AbstractThis paper deals with well-known extensions of the Prüfer domain concept to arbitrary commut...
AbstractWe show that in certain Prüfer domains, each nonzero ideal I can be factored as I=IvΠ, where...
We prove that a valuation domain V has Krull dimension ≤ 1 if and only if for every finitely generat...
AbstractThis paper studies the multiplicative ideal structure of commutative rings in which every fi...
Using the general approach to invertibility for ideals in ring extensions given by Knebush-Zhang, w...
Using recent work by Erman–Sam–Snowden, we show that finitely generated ideals in the ring of bounde...
AbstractIn Prüfer domains of finite character, ideals are represented as finite intersections of spe...
AbstractFor ∗ a star operation of finite type call a domain D a domain of finite ∗-character if ever...
AbstractA conjecture posed 11 years ago by S. Bazzoni is solved by showing that a Prüfer domain with...
AbstractWe show that if D is an integral domain such that every nonzero locally principal ideal of D...
It is well-known that if R is a domain with finite character, each locally principal nonzero ideal...
A commutative domain is finitely stable if every nonzero finitely generated ideal is stable, i.e. in...
AbstractA commutative domain is finitely stable if every nonzero finitely generated ideal is stable,...
We show that in certain Pr\"ufer domains, each nonzero ideal $I$can be factored as $I = I^v \Pi$, wh...
In Prüfer domains of finite character, ideals are represented as finite intersections of special ide...
AbstractThis paper deals with well-known extensions of the Prüfer domain concept to arbitrary commut...
AbstractWe show that in certain Prüfer domains, each nonzero ideal I can be factored as I=IvΠ, where...
We prove that a valuation domain V has Krull dimension ≤ 1 if and only if for every finitely generat...
AbstractThis paper studies the multiplicative ideal structure of commutative rings in which every fi...
Using the general approach to invertibility for ideals in ring extensions given by Knebush-Zhang, w...
Using recent work by Erman–Sam–Snowden, we show that finitely generated ideals in the ring of bounde...
AbstractIn Prüfer domains of finite character, ideals are represented as finite intersections of spe...
AbstractFor ∗ a star operation of finite type call a domain D a domain of finite ∗-character if ever...
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