Covering group theory for topological groups

Covering group theory for topological groups

Source :

• Topology and its Applications [ 0166-8641 ] ; 2001.

English descriptors

• KwdEn :
  • 22A05, 55Q05, 57T20, Arcwise, Berestovskii, Chevalley, Commutativity, Commutativity relation, Compact groups, Connectedness, Continuous function, Corollary, Countable, Coverable, Coverable group, Coverable groups, Dense subgroup, Direct product, Discrete kernel, Epimorphism, Epimorphisms, Equivalence class, Fundamental group, Group theory, Homeomorphism, Homomorphism, Homotopic, Homotopy, Injective, Inverse limit, Inverse limits, Inverse system, Isomorphic, Isomorphism, Lemma, Local group, Local group isomorphism, Local isomorphism, Metrizable, Natural epimorphism, Natural homomorphism, Natural homomorphisms, Natural projection, Next lemma, Nite, Normal subgroup, Open epimorphism, Open homomorphism, Open neighborhood, Open subgroup, Open surjection, Other words, Plaut, Plaut topology, Prodiscrete, Quotient, Schreier, Schreier group, Schreier groups, Semilocally, Subgroup, Subset, Surjection, Surjective, Symmetric neighborhood, Symmetric neighborhoods, Tit, Topological, Topological group, Topological groups, Topological space, Topological spaces, Topology, Unique homomorphism, Unique isomorphism, Universal cover, Universal property.
• Teeft :
  • Arcwise, Berestovskii, Chevalley, Commutativity, Commutativity relation, Compact groups, Connectedness, Continuous function, Corollary, Countable, Coverable, Coverable group, Coverable groups, Dense subgroup, Direct product, Discrete kernel, Epimorphism, Epimorphisms, Equivalence class, Fundamental group, Group theory, Homeomorphism, Homomorphism, Homotopic, Homotopy, Injective, Inverse limit, Inverse limits, Inverse system, Isomorphic, Isomorphism, Lemma, Local group, Local group isomorphism, Local isomorphism, Metrizable, Natural epimorphism, Natural homomorphism, Natural homomorphisms, Natural projection, Next lemma, Nite, Normal subgroup, Open epimorphism, Open homomorphism, Open neighborhood, Open subgroup, Open surjection, Other words, Plaut, Plaut topology, Prodiscrete, Quotient, Schreier, Schreier group, Schreier groups, Semilocally, Subgroup, Subset, Surjection, Surjective, Symmetric neighborhood, Symmetric neighborhoods, Tit, Topological, Topological group, Topological groups, Topological space, Topological spaces, Topology, Unique homomorphism, Unique isomorphism, Universal property.

Abstract

• https://api.istex.fr/document/9E3D79BC76F0C92174D22A8548EF4B34248D2AEE/fulltext/pdf

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