Countable small rank and cardinal invariants
Strongly zero-dimensional spaces
Uniforme Räume mit einer linear geordneten Basis.
Omitting cardinals in tame spaces
Representing free Boolean algebras
Partitioner algebras are defined in [2] and are natural tools for studying the properties of maximal almost disjoint families of subsets of ω. In this paper we investigate which free algebras can be represented as partitioner algebras or as subalgebras of partitioner algebras. In so doing we answer a question raised in [2] by showing that the free algebra with generators is represented. It was shown in [2] that it is consistent that the free Boolean algebra of size continuum is not a subalgebra...
On uniform spaces with linearly ordered bases II (-metric spaces)
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