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
International audienceLet R be a commutative ring. If P is a maximal ideal of R whose a power is fin...
It is well-known that if R is a domain with finite character, each locally principal nonzero ideal...
Using an old example of Nagata, we construct a Noetherian ring of prime characteristic p, whose Frob...
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...
AbstractThe class semigroup of a commutative integral domainRis the semigroupS(R) of the isomorphism...
We prove that the multiplicative monoid of principal ideals partially ordered by reverse inclusion, ...
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,...
AbstractIn Prüfer domains of finite character, ideals are represented as finite intersections of spe...
Abstract. The multiplicative monoid of principal ideals partially ordered by reverse in-clusion, cal...
In Prüfer domains of finite character, ideals are represented as finite intersections of special ide...
In this work we present descriptions of prime ideals and in particular of maximal ideals in products...
AbstractWe construct an example of a finitely generated ideal I of R[X], where R is a one-dimensiona...
AbstractWe show that in certain Prüfer domains, each nonzero ideal I can be factored as I=IvΠ, where...
International audienceLet R be a commutative ring. If P is a maximal ideal of R whose a power is fin...
It is well-known that if R is a domain with finite character, each locally principal nonzero ideal...
Using an old example of Nagata, we construct a Noetherian ring of prime characteristic p, whose Frob...
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...
AbstractThe class semigroup of a commutative integral domainRis the semigroupS(R) of the isomorphism...
We prove that the multiplicative monoid of principal ideals partially ordered by reverse inclusion, ...
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,...
AbstractIn Prüfer domains of finite character, ideals are represented as finite intersections of spe...
Abstract. The multiplicative monoid of principal ideals partially ordered by reverse in-clusion, cal...
In Prüfer domains of finite character, ideals are represented as finite intersections of special ide...
In this work we present descriptions of prime ideals and in particular of maximal ideals in products...
AbstractWe construct an example of a finitely generated ideal I of R[X], where R is a one-dimensiona...
AbstractWe show that in certain Prüfer domains, each nonzero ideal I can be factored as I=IvΠ, where...
International audienceLet R be a commutative ring. If P is a maximal ideal of R whose a power is fin...
It is well-known that if R is a domain with finite character, each locally principal nonzero ideal...
Using an old example of Nagata, we construct a Noetherian ring of prime characteristic p, whose Frob...
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