Add to ORKGABSTRACT. The class of pure subgroups of torsion free completely decomposable Abelian groups of finite rank (generally referred to as Butler groups) forms a torsion free class. Restricting ourself to a subclass of Butler groups with typesets contained in a finite sublattice of the lattice of types, w
AbstractA finite rank Butler group G is a torsionfree Abelian groups that is the sum of m rank one s...
summary:Butler groups formed by factoring a completely decomposable group by a rank one group have b...
Abstract. A ButlerB(2)-group G is a sum of finitely many torsionfree Abelian groups of rank 1, subje...
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...
AbstractButler groups are torsion-free abelian groups which — in the infinite rank case — can be def...
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 We investigate a special relation between finite partition lattices and distributive lattic...
AbstractThe class of Butler groups—pure subgroups of finite-rank torsion-free completely decomposabl...
Abstract. A Butler B(2)-group G is a sum of finitely many torsionfree Abelian groups of rank 1, subj...
The class of Butler groups is defined to be the class of pure subgroups of finite rank completely de...
The class of Butler groups is defined to be the class of pure subgroups of finite rank completely de...
AbstractThe class of Butler groups, pure subgroups of finite rank completely decomposable groups, ha...
AbstractA finite rank Butler group G is a torsionfree Abelian groups that is the sum of m rank one s...
summary:Butler groups formed by factoring a completely decomposable group by a rank one group have b...
Abstract. A ButlerB(2)-group G is a sum of finitely many torsionfree Abelian groups of rank 1, subje...
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...
AbstractButler groups are torsion-free abelian groups which — in the infinite rank case — can be def...
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 We investigate a special relation between finite partition lattices and distributive lattic...
AbstractThe class of Butler groups—pure subgroups of finite-rank torsion-free completely decomposabl...
Abstract. A Butler B(2)-group G is a sum of finitely many torsionfree Abelian groups of rank 1, subj...
The class of Butler groups is defined to be the class of pure subgroups of finite rank completely de...
The class of Butler groups is defined to be the class of pure subgroups of finite rank completely de...
AbstractThe class of Butler groups, pure subgroups of finite rank completely decomposable groups, ha...
AbstractA finite rank Butler group G is a torsionfree Abelian groups that is the sum of m rank one s...
summary:Butler groups formed by factoring a completely decomposable group by a rank one group have b...
Abstract. A ButlerB(2)-group G is a sum of finitely many torsionfree Abelian groups of rank 1, subje...