Results 161 to 170 of about 365 (176)

On some properties of Alexandroff space

International Journal of Science and Research Archive
The generalized definition of topology is based on the properties of standard Euclidean topology. The goal of this paper is to study spaces that have topologies, which satisfies the stronger condition namely arbitrary intersection of open sets are open. The topological space with this strong property is known as Alexandroff space. With this restriction
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Alexandroff Homology and Path Homology

Mathematical Notes, 2022
Yu V Muranov
exaly  

Some Categories of Alexandroff Spaces

2023
Juan Antonio Pérez, Marlem Elizabeth Solís Santana   +1 more
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WITHDRAWN: Alexandroff soft topological spaces

Materials Today: Proceedings, 2021
Pallvi Sharma, Nitin Bhardwaj, Gaurav Dhiman   +2 more
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Structural and Numerical Studies of Some Topological Properties for Alexandroff Spaces

Bulletin of the Iranian Mathematical Society, 2021
Sami Lazaar, Houssem Sabri
exaly  

Alexandroff topologies and monoid actions

Forum Mathematicum, 2020
Giampiero Chiaselotti, Federico G Infusino   +1 more
exaly  

The Alexandroff theorem for Riesz space-valued non-additive measures

Fuzzy Sets and Systems, 2007
Jun Kawabe
exaly  

The Lattice of Functional Alexandroff Topologies

Order, 2020
Tom Richmond
exaly  

8. Alexandroff spaces

2020
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The Krull Dimension of Alexandroff T0-spaces

Annals of the New York Academy of Sciences, 1996
Petra Wiederhold, Richard G Wilson
exaly