# Pages that link to "Pure subgroup implies direct factor in torsion-free abelian group that is finitely generated as a module over the ring of integers localized at a set of primes"

The following pages link to **Pure subgroup implies direct factor in torsion-free abelian group that is finitely generated as a module over the ring of integers localized at a set of primes**:

- Baer-Specker group is not free abelian (← links)
- Pure subgroup of torsion-free abelian group not implies direct factor (← links)
- Upper central series members are additively complemented in torsion-free Lie ring whose additive group is finitely generated as a module over the ring of integers localized at a set of primes (← links)