Algebra and Geometry
Neutrosophic topology, Neutrosophic Î´Î²-open set, Neutrosophic Î´Î²-closed set, Neutrosophic Î´Î²-interior, Neutrosophic Î´Î²-closure, Neutrosophic Î´Î²-connected space, Neutrosophic Î´Î²-separated sets, Neutrosophic super Î´Î²-connected space, Neutrosophic extremely Î´Î²-disconnected space, Neutrosophic strongly Î´Î²-connected space
Real-life situations always include indeterminacy. The Mathematical tool which is well known in dealing with indeterminacy is neutrosophic. The notion of neutrosophic set is generally referred to as the generalization of intuitionistic fuzzy sets. In this paper, the notion of neutrosophic Î´Î²-connectedness and Î´Î²-disconnectedness in neutrosophic topological spaces is introduced. Also, we introduce neutrosophic Î´Î²-separated sets, neutrosophic super Î´Î²-connected spaces, neutrosophic extremely Î´Î²-disconnected spaces, and neutrosophic strongly Î´Î²-connected spaces. We investigate and study several properties and characterizations concerning connectedness in these spaces.
How to Cite This Article
Latif, Raja Mohammad
"The Neutrosophic Delta-Beta Connected Topological Spaces,"
International Journal of Emerging Multidisciplinaries: Mathematics: Vol. 1:
3, Article 4.