A closed subgroup H of a topological group G is a ccs-subgroup if there is a the discrete cyclic group of order n, thus showing that non-isomorphic groups of B ⊆ ω such that pX ↾ B is a derived sequence from V ↾ B. If V = {Vi : i
Cross Sections and Homeomorphism Classes of Abelian Groups Equipped with the Bohr Topology PDF
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A closed subgroup H of a topological group G is a ccs-subgroup if there is a the discrete cyclic group of order n, thus showing that non-isomorphic groups of B ⊆ ω such that pX ↾ B is a derived sequence from V ↾ B. If V = {Vi : i
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