AbstractA uniqeness result for direct sum decompositions into uniform objects is proved. The result is shown to be equivalent to the classical Krull–Remak–Schmidt Theorem for decompositions into indecomposable objects with local endomorphism rings
This thesis is divided in two chapters. The first one concerns direct-sum decompositions in additiv...
AbstractLet (R,m) be a local ring (commutative and Noetherian). If R is complete (or, more generally...
AbstractThis paper determines when the Krull–Schmidt property holds for all finitely generated modul...
AbstractA uniqeness result for direct sum decompositions into uniform objects is proved. The result ...
AbstractLet (R,m) be a local ring (commutative and Noetherian). If R is complete (or, more generally...
The aim of this paper is to embed additive categories in which direct-sum decompositions into indeco...
The aim of this paper is to embed additive categories in which direct-sum decompositions into indeco...
In this thesis we discuss the behaviour of direct sum decomposition in additive categories and in pa...
AbstractWe give a criterion for the existence of an indecomposable decomposition of pure-injective o...
Let C be a locally finitely presented additive category, and let E be a finitely presented pure-inje...
AbstractThe structure of the rings of the title is studied with an eye to giving a representative se...
This thesis presents a simple proof of the uniqueness of the decomposition of finite abelian groups....
This expository monograph was written for three reasons. Firstly, we wanted to present the solution ...
This thesis presents a simple proof of the uniqueness of the decomposition of finite abelian groups....
AbstractWe show that if A1,A2,…,An,B1,B2,…,Bt are uniform objects of an abelian category C, then A1⊕...
This thesis is divided in two chapters. The first one concerns direct-sum decompositions in additiv...
AbstractLet (R,m) be a local ring (commutative and Noetherian). If R is complete (or, more generally...
AbstractThis paper determines when the Krull–Schmidt property holds for all finitely generated modul...
AbstractA uniqeness result for direct sum decompositions into uniform objects is proved. The result ...
AbstractLet (R,m) be a local ring (commutative and Noetherian). If R is complete (or, more generally...
The aim of this paper is to embed additive categories in which direct-sum decompositions into indeco...
The aim of this paper is to embed additive categories in which direct-sum decompositions into indeco...
In this thesis we discuss the behaviour of direct sum decomposition in additive categories and in pa...
AbstractWe give a criterion for the existence of an indecomposable decomposition of pure-injective o...
Let C be a locally finitely presented additive category, and let E be a finitely presented pure-inje...
AbstractThe structure of the rings of the title is studied with an eye to giving a representative se...
This thesis presents a simple proof of the uniqueness of the decomposition of finite abelian groups....
This expository monograph was written for three reasons. Firstly, we wanted to present the solution ...
This thesis presents a simple proof of the uniqueness of the decomposition of finite abelian groups....
AbstractWe show that if A1,A2,…,An,B1,B2,…,Bt are uniform objects of an abelian category C, then A1⊕...
This thesis is divided in two chapters. The first one concerns direct-sum decompositions in additiv...
AbstractLet (R,m) be a local ring (commutative and Noetherian). If R is complete (or, more generally...
AbstractThis paper determines when the Krull–Schmidt property holds for all finitely generated modul...
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