Erratum to “On rectifiable spaces and paratopological groups” [Topology Appl. 158 (4) (2011) 597–610]
نویسندگان
چکیده
منابع مشابه
Lindelöf Σ-Spaces and R-Factorizable Paratopological Groups
We prove that if a paratopological group G is a continuous image of an arbitrary product of regular Lindelöf Σ-spaces, then it is R-factorizable and has countable cellularity. If in addition, G is regular, then it is totally ω-narrow and satisfies celω(G) ≤ ω, and the Hewitt–Nachbin completion of G is again an R-factorizable paratopological group.
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An MI-group is an algebraic structure based on a generalization of the concept of a monoid that satisfies the cancellation laws and is endowed with an invertible anti-automorphism representing inversion. In this paper, a topology is defined on an MI-group $G$ under which $G$ is a topological MI-group. Then we will identify open, discrete and compact MI-subgroups. The connected components of th...
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1 3 8.4324 -0.8306 6.8220 0.7043 2 2 17.1755 1.6999 8.3402 0.8578 3 2 0.8521 0.0844 5.6139 0.5757 4 1 1.9013 0.1884 8.4324 0.8306 5 1 0.4427 0.0423 17.1755 1.6999 6 4 0.0000 0.0003 5.3750 0.5881 7 3 0.6757 0.0591 12.4109 1.2886 8 3 33.9552 3.3631 13.6421 1.4070 9 1 8.3402 0.8578 0.8521 0.0844 10 2 5.6139 0.5757 3.0959 0.3061 11 2 3.0959 0.3061 2.0167 0.1990 12 1 2.0167 0.1990 1.9013 0.1884 13 4...
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ژورنال
عنوان ژورنال: Topology and its Applications
سال: 2012
ISSN: 0166-8641
DOI: 10.1016/j.topol.2012.06.006