ω-CONTINUITY ON GENERALIZED NEIGHBOURHOOD SYSTEMS
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Date
2019
Authors
Esra Dalan Yildirim
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Publisher
ANKARA UNIV FAC SCI
Open Access Color
GOLD
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Yes
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Abstract
We introduce omega-weakly-(g(1) g(2))-continuous functions on generalized topological spaces and study their relations with other classes of generalized continuous functions given in [1 8]. Then we define the notion of omega open set on generalized neighbourhood systems as omega-phi-open set. By using these sets we generate generalized topology. Also we introduce two kinds of continuity on generalized neighbourhood systems and investigate relationships between these two kinds (phiphi)-continuity and weakly-(phiphi')-continuity.
Description
ORCID
Keywords
omega-weakly-(g(1)g(2))-continuity, omega-(phiphi ')-continuity and omega-weakly-(phiphi ')-continuity, Omega-Weakly-(g(1),g(2))-Continuity, Omega-(Phi,Phi ’)-Continuity and Omega-Weakly-(Phi,Phi ’)-Continuity, Matematik, Matematik, ω-(ϕϕ′)-continuity, ω-weakly-(ϕ.ϕ′)-continuity, Mathematical Sciences, ω-weakly-(g₁.g₂)-continuity;ω-(ϕϕ′)-continuity;ω-weakly-(ϕ.ϕ′)-continuity, \(\omega\)-weakly-\((\mathfrak{g}_1,\mathfrak{g}_2)\)-continuity, Topological spaces and generalizations (closure spaces, etc.), Weak and generalized continuity, \(\omega\)-weakly-\((\varphi,\varphi')\)-continuity, Continuous maps, \(\omega\)-\((\varphi,\varphi')\)-continuity, ω-weakly-(g₁.g₂)-continuity
Fields of Science
01 natural sciences, 0101 mathematics
Citation
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OpenCitations Citation Count
1
Source
Communications Faculty of Sciences University of Ankara Series A1: Mathematics and Statistics
Volume
68
Issue
2
Start Page
1974
End Page
1982
Web of Science™ Citations
1
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