Abstract We investigate a special relation between finite partition lattices and distributive lattices. This will allow us to explore the close relationship between a class of torsionfree Abelian groups (the subclass of the class of Butler groups consisting of B (1) - groups) and a category of order-preserving morphisms mapping partition lattices into distributive lattices
Abstract. Received 17 January 2007 Available online 4 September 2007. Communicated by Gernot Stroth....
summary:In the present note we characterize finite lattices which are isomorphic to the congruence l...
Abstract. Received 17 January 2007 Available online 4 September 2007. Communicated by Gernot Stroth....
Abstract We investigate a special relation between finite partition lattices and distributive lattic...
Abstract We investigate a special relation between finite partition lattices and distributive lattic...
ABSTRACT. The class of pure subgroups of torsion free completely decomposable Abelian groups of fini...
Abstract B(1)-groups are a subclass of the class of Butler groups, the torsionfree quotients of com...
Abstract B(1)-groups are a subclass of the class of Butler groups, the torsionfree quotients of com...
Abstract B(1)-groups are a subclass of the class of Butler groups, the torsionfree quotients of com...
Abstract. A Butler B(2)-group G is a sum of finitely many torsionfree Abelian groups of rank 1, subj...
AbstractA finite rank Butler group G is a torsionfree Abelian groups that is the sum of m rank one s...
AbstractButler groups are torsion-free abelian groups which — in the infinite rank case — can be def...
Abstract. Call c.d.-group a completely decomposable Abelian group of finite rank. Butler’s Theorem p...
Abstract. Call c.d.-group a completely decomposable Abelian group of finite rank. Butler’s Theorem p...
Abstract. Call c.d.-group a completely decomposable Abelian group of finite rank. Butler’s Theorem p...
Abstract. Received 17 January 2007 Available online 4 September 2007. Communicated by Gernot Stroth....
summary:In the present note we characterize finite lattices which are isomorphic to the congruence l...
Abstract. Received 17 January 2007 Available online 4 September 2007. Communicated by Gernot Stroth....
Abstract We investigate a special relation between finite partition lattices and distributive lattic...
Abstract We investigate a special relation between finite partition lattices and distributive lattic...
ABSTRACT. The class of pure subgroups of torsion free completely decomposable Abelian groups of fini...
Abstract B(1)-groups are a subclass of the class of Butler groups, the torsionfree quotients of com...
Abstract B(1)-groups are a subclass of the class of Butler groups, the torsionfree quotients of com...
Abstract B(1)-groups are a subclass of the class of Butler groups, the torsionfree quotients of com...
Abstract. A Butler B(2)-group G is a sum of finitely many torsionfree Abelian groups of rank 1, subj...
AbstractA finite rank Butler group G is a torsionfree Abelian groups that is the sum of m rank one s...
AbstractButler groups are torsion-free abelian groups which — in the infinite rank case — can be def...
Abstract. Call c.d.-group a completely decomposable Abelian group of finite rank. Butler’s Theorem p...
Abstract. Call c.d.-group a completely decomposable Abelian group of finite rank. Butler’s Theorem p...
Abstract. Call c.d.-group a completely decomposable Abelian group of finite rank. Butler’s Theorem p...
Abstract. Received 17 January 2007 Available online 4 September 2007. Communicated by Gernot Stroth....
summary:In the present note we characterize finite lattices which are isomorphic to the congruence l...
Abstract. Received 17 January 2007 Available online 4 September 2007. Communicated by Gernot Stroth....
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