Separability properties of nilpotent ℚ[푥]-powered groups II.

In this paper, we study nilpotent Q ⁢ [ x ] \mathbb{Q}[x] -powered groups that satisfy the following property: for some set of primes 휔 in Q ⁢ [ x ] \mathbb{Q}[x] , every ω ′ \omega^{\prime} -isolated Q ⁢ [ x ] \mathbb{Q}[x] -subgroup in some family of its Q ⁢ [ x ] \mathbb{Q}[x] -subgroups is finite 휔-type separable. [ABSTRACT FROM AUTHOR]