LEADER 04072nam 2201057z- 450 001 9910346859103321 005 20210212 035 $a(CKB)4920000000095076 035 $a(oapen)https://directory.doabooks.org/handle/20.500.12854/61010 035 $a(oapen)doab61010 035 $a(EXLCZ)994920000000095076 100 $a20202102d2019 |y 0 101 0 $aeng 135 $aurmn|---annan 181 $ctxt$2rdacontent 182 $cc$2rdamedia 183 $acr$2rdacarrier 200 00$aTopological Groups. Advances, Surveys, and Open Questions 210 $cMDPI - Multidisciplinary Digital Publishing Institute$d2019 215 $a1 online resource (160 p.) 311 08$a3-03897-644-X 330 $aFollowing the tremendous reception of our first volume on topological groups called ""Topological Groups: Yesterday, Today, and Tomorrow"", we now present our second volume. Like the first volume, this collection contains articles by some of the best scholars in the world on topological groups. A feature of the first volume was surveys, and we continue that tradition in this volume with three new surveys. These surveys are of interest not only to the expert but also to those who are less experienced. Particularly exciting to active researchers, especially young researchers, is the inclusion of over three dozen open questions. This volume consists of 11 papers containing many new and interesting results and examples across the spectrum of topological group theory and related topics. Well-known researchers who contributed to this volume include Taras Banakh, Michael Megrelishvili, Sidney A. Morris, Saharon Shelah, George A. Willis, O'lga V. Sipacheva, and Stephen Wagner. 610 $aabsolutely closed topological group 610 $aarrow ultrafilter 610 $aballean 610 $aBoolean topological group 610 $aBourbaki uniformity 610 $aChabauty topology 610 $acharacter 610 $acoarse space 610 $acoarse structure 610 $acompact topological semigroup 610 $acontinuous inverse algebra 610 $adescriptive set theory 610 $adynamical system 610 $aendomorphism 610 $aextension 610 $afibre bundle 610 $afixed point algebra 610 $afree precompact Boolean group 610 $afree topological group 610 $aGromov's compactification 610 $agroup representation 610 $aH-space 610 $aisomorphic embedding 610 $alarge set in a group 610 $aLie group 610 $alocally compact group 610 $amapping cylinder 610 $amatrix coefficient 610 $amaximal ideal 610 $amaximal space 610 $aNeretin's group 610 $anon-trivial convergent sequence 610 $ap-adic Lie group 610 $ap-compact 610 $aparatopological group 610 $apiecewise syndetic set 610 $apolish group topologies 610 $aproduct 610 $apseudo-?-bounded 610 $apseudocompact 610 $aquotient group 610 $aRamsey ultrafilter 610 $areflexive group 610 $aright-angled Artin groups 610 $ascale 610 $aselectively sequentially pseudocompact 610 $asemigroup compactification 610 $aseparable 610 $aseparable topological group 610 $aspace of closed subgroups 610 $astrongly pseudocompact 610 $asubgroup 610 $asyndetic set 610 $atame function 610 $athick set 610 $aThompson's group 610 $atopological group 610 $atopological group of compact exponent 610 $atopological semigroup 610 $atree 610 $aultrafilter space 610 $avarieties of coarse spaces 610 $avast set 610 $aVietoris topology 700 $aMorris$b Sidney$4auth$057548 906 $aBOOK 912 $a9910346859103321 996 $aTopological Groups$94320659 997 $aUNINA