377 citations
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math.GN2014
Some classes of minimally almost periodic topological groups
W. W. Comfort, Franklin R. Gould
Classes SSGP(n)(n < ω) of topological groups are defined, and the class-theoretic inclusions SSGP(n) \subseteq SSGP(n+1) \subseteq m.a.p. are established and shown proper. These cl…
math.GN2013★ 1 cited
The non-Urysohn number of a topological space
Ivan S. Gotchev
We call a nonempty subset of a topological space finitely non-Urysohn if for every nonempty finite subset of and every family of open neighborhoods…
math.GN2010★ 7 cited
Nondiscrete P-Groups Can be Reflexive
Jorge Galindo, Luis Recoder-Nuñez, Mikhail Tkachenko
We present a series of examples of nondiscrete reflexive P-groups (i.e., groups in which all -sets are open) as well as noncompact reflexive -bounded groups (in which the c…