arXiv:1908.09366 [math.GN]AbstractReferencesReviewsResources
A new method for compactification with the help of order topology and limit point
Kaveh Mohammadi, Assad Rashidi
Published 2019-08-25Version 1
In this paper, we introduce a new method for compactification of a topological space by order topology and through ordinal numbers. The idea behind our approach originates from the definition of a limit point, and then we try to find an intuition for this concept. Finally, we utilise the Homotopy concept for separation Axiom
Categories: math.GN
Related articles: Most relevant | Search more
arXiv:1609.05150 [math.GN] (Published 2016-09-16)
Lamda*-Closed sets and new separation axioms in Alexandroff spaces
arXiv:1607.03826 [math.GN] (Published 2016-07-13)
Absoluteness of $F_{σδ}$ property
arXiv:math/0204131 [math.GN] (Published 2002-04-10)
Compactification of a map which is mapped to itself