DOIAbstract
Every pseudocompact Abelian group of uncountable weight has both a proper dense pseudocompact subgroup and a strictly finer pseudocompact group topology. © 2007 American Mathematical Society
Every pseudocompact Abelian group of uncountable weight has both a proper dense pseudocompact subgroup and a strictly finer pseudocompact group topology. © 2007 American Mathematical Society
Motivated by a recent theorem of Comfort and van Mill, we study when a pseudocompact Abelian group a...
Abstract. We prove that every nonmetrizable compact connected Abelian group G has a family H of size...
We show that every Abelian group satisfying a mild cardinal inequality admits a pseudocompact group ...
Abstract. Every pseudocompact Abelian group of uncountable weight has both a proper dense pseudocomp...
summary:The authors have shown [Proc. Amer. Math. Soc. 135 (2007), 4039--4044] that every nonmetriza...
summary:The authors have shown [Proc. Amer. Math. Soc. 135 (2007), 4039--4044] that every nonmetriza...
AbstractSeveral months ago the speaker and Jan van Mill gave a proof of this result [W.W. Comfort, J...
AbstractWe show that every Abelian group satisfying a mild cardinal inequality admits a pseudocompac...
The 1966 results of Comfort and Ross revealed pseudocompact groups as one of those objects for which...
We show that every Abelian group satisfying a mild cardi- nal inequality admits a pseudocompact gro...
Here are three recently-established theorems from the literature. (A) (2006) Every non-metrizable co...
AbstractMotivated by a recent theorem of Comfort and van Mill, we study when a pseudocompact Abelian...
We study various weaker versions of metrizability for pseudocompact abelian groups G: singularity (G...
AbstractTopological groups here are assumed to satisfy the Hausdorff separation property. A topologi...
[EN] We study various weaker versions of metrizability for pseudocompact abelian groups G: singulari...
Motivated by a recent theorem of Comfort and van Mill, we study when a pseudocompact Abelian group a...
Abstract. We prove that every nonmetrizable compact connected Abelian group G has a family H of size...
We show that every Abelian group satisfying a mild cardinal inequality admits a pseudocompact group ...
Abstract. Every pseudocompact Abelian group of uncountable weight has both a proper dense pseudocomp...
summary:The authors have shown [Proc. Amer. Math. Soc. 135 (2007), 4039--4044] that every nonmetriza...
summary:The authors have shown [Proc. Amer. Math. Soc. 135 (2007), 4039--4044] that every nonmetriza...
AbstractSeveral months ago the speaker and Jan van Mill gave a proof of this result [W.W. Comfort, J...
AbstractWe show that every Abelian group satisfying a mild cardinal inequality admits a pseudocompac...
The 1966 results of Comfort and Ross revealed pseudocompact groups as one of those objects for which...
We show that every Abelian group satisfying a mild cardi- nal inequality admits a pseudocompact gro...
Here are three recently-established theorems from the literature. (A) (2006) Every non-metrizable co...
AbstractMotivated by a recent theorem of Comfort and van Mill, we study when a pseudocompact Abelian...
We study various weaker versions of metrizability for pseudocompact abelian groups G: singularity (G...
AbstractTopological groups here are assumed to satisfy the Hausdorff separation property. A topologi...
[EN] We study various weaker versions of metrizability for pseudocompact abelian groups G: singulari...
Motivated by a recent theorem of Comfort and van Mill, we study when a pseudocompact Abelian group a...
Abstract. We prove that every nonmetrizable compact connected Abelian group G has a family H of size...
We show that every Abelian group satisfying a mild cardinal inequality admits a pseudocompact group ...
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