Pseudocompact Topological Groups
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Publication:5240098
DOI10.1007/978-3-319-91680-4_2zbMath1439.54002OpenAlexW2883474798MaRDI QIDQ5240098
Publication date: 24 October 2019
Published in: Pseudocompact Topological Spaces (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1007/978-3-319-91680-4_2
pseudocharacterprecompact groupfeebly compact spaceparatopological grouppseudocompact groupWeil completionEfimov spaceadmissible subgroup\(\omega\)-cellular space
Compactness (54D30) Topological groups (topological aspects) (54H11) Research exposition (monographs, survey articles) pertaining to general topology (54-02)
Related Items (3)
Closure index of semitopological groups ⋮ Weak completions of paratopological groups ⋮ Simply \(sm\)-factorizable (para)topological groups and their completions
Cites Work
- Reflexivity in precompact groups and extensions
- Semitopological groups, Bouziad spaces and topological groups
- On the quasi-component of pseudocompact abelian groups
- A pseudocompact group which is not strongly pseudocompact
- Selective sequential pseudocompactness
- Paratopological and semitopological groups versus topological groups
- Pseudocompact group topologies with no infinite compact subsets
- Nondiscrete P-groups can be reflexive
- Topological games and continuity of group operations
- Factorization theorems for topological groups and their applications
- Three examples of pseudocompact quasitopological groups
- Generalization of the Comfort-Ross theorem. I
- Topological groups and related structures
- On the product of homogeneous spaces
- Pseudocompact groups without converging sequences
- Functionally balanced groups
- Continuous measures, Baire category, and uniform continuity in topological groups
- Introduction to topological groups
- Continuous functions on locally pseudocompact groups
- Extension of functions defined on products of pseudocompact spaces and continuity of the inverse in pseudocompact groups
- Pontryagin duality for metrizable groups
- Paratopological groups. II
- Dual properties in totally bounded Abelian groups
- Functional equicontinuity and uniformities in topological groups
- Locally pseudocompact topological groups
- Countably compact paratopological groups
- Self-duality in the class of precompact groups
- The weight and Lindelöf property in spaces and topological groups
- Selectively sequentially pseudocompact group topologies on torsion and torsion-free abelian groups
- Any semitopological group that is homeomorphic to a product of Čech-complete spaces is a topological group
- Left and right uniform structures on functionally balanced groups
- Pseudocompactness and uniform continuity in topological groups
- Extension of locally pseudocompact group actions
- Each regular paratopological group is completely regular
- On zero-dimensionality and the connected component of locally pseudocompact groups
- A Note on the Continuity of the Inverse
- Continuity of the Inverse in Pseudocompact Paratopological Groups
- TOPOLOGICAL GROUPS AND DUGUNDJI COMPACTA
- An approach to duality on abelian precompact groups
- Topological homogeneity. Topological groups and their continuous images
- Compactness type properties in topological groups
- Algebraic structure of pseudocompact groups
- The Product of Two Countably Compact Topological Groups
- Spaces in Which Special Sets are z-Embedded
- REAL FUNCTIONS AND CANONICAL SETS IN TIKHONOV PRODUCTS AND TOPOLOGICAL GROUPS
- On H-closed paratopological groups
- Products of Locally Pseudocompact Topological Groupsa
- Every Cech-analytic Baire semitopological group is a topological group
- Density character of subgroups of topological groups
- Precompact noncompact reflexive Abelian groups
- Extremal pseudocompact Abelian groups are compact metrizable
- Oscillator topologies on a paratopological group and related number invariants
- Topologies induced by groups of characters
- Countably compact and pseudocompact products
- A test of balance of a locally compact group
- Topological games and topological groups
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