EN
THE NEUTROSOPHIZE OF NEW CONTINUITY SPECIES
Abstract
In this study, after giving the necessary definitions in the preliminaries
and explaining the process that make this study necessary is explained
in the introduction, in the third section, some types of open set that were previously
defined in general topology and various non-standard topological spaces
are presented and the relationships between them are explained with the help
of a diagram. Then, the concept of neutrosophic af-open set is defined and
its relations with other open set types are examined and their properties are
investigated in neutrosophic topology. In the following sections, the concept
of af-open set is generalized and different types of continuities are introduced
using these new concepts of open set, and the connections between them are
illustrated with examples and diagrams.
Keywords
References
- A. Acikgoz, H. Cakalli, F. Esenbel, and L. D. Kočinac, A quest of G-continuity in neutro-sophic spaces, Math. Methods Appl. Sci. 44 (2021) no: 9, 7834-7844.
- A. Acikgoz, and F. Esenbel, Neutrosophic soft semi-regularization and neutrosophic soft sub-maximality, Filomat. 36 (2022) no: 2, 651-668.
- A. Acikgoz, and F Esenbel, Neutrosophic Connected topological spaces, Fasc. Math. 66 (2023) 5-22.
- M.H. Alqahtani, F-open and F-closed sets in Topological Spaces, Eur. J. Pure Appl. Math. 16 (2023) no: 2, 819-832.
- M.H. Alqahtani, and H.Y. Saleh, A Novel Class of Separation Axioms, Compactness, and Continuity via C-Open Sets, Math. 11 (2023) no: 23, 4729.
- T.M. Al-shami, and A. Mhemdi, A weak form of soft α-open sets and its applications via soft topologies, AIMS Math. 8 (2023) no: 5, 11373-11396.
- T.M. Al-shami, A. Mhemdi, and R. Abu-Gdairi, A Novel framework for generalizations of soft open sets and its applications via soft topologies, Math. 11 (2023) no: 4, 840.
- T.M. Al-shami, A. Mhemdi, A. Rawshdeh, and H.H. Al-Jarrah, On weakly soft somewhat open sets, Rocky Mountain J. Math. 54 (2024) no: 1, 13-30.
Details
Primary Language
English
Subjects
Applied Mathematics (Other)
Journal Section
Research Article
Early Pub Date
December 20, 2024
Publication Date
December 28, 2024
Submission Date
June 22, 2024
Acceptance Date
September 10, 2024
Published in Issue
Year 2024 Volume: 6 Number: 2
APA
Açıkgöz, A., & Esenbel, F. (2024). THE NEUTROSOPHIZE OF NEW CONTINUITY SPECIES. Proceedings of International Mathematical Sciences, 6(2), 54-67. https://doi.org/10.47086/pims.1503458
AMA
1.Açıkgöz A, Esenbel F. THE NEUTROSOPHIZE OF NEW CONTINUITY SPECIES. PIMS. 2024;6(2):54-67. doi:10.47086/pims.1503458
Chicago
Açıkgöz, Ahu, and Ferhat Esenbel. 2024. “THE NEUTROSOPHIZE OF NEW CONTINUITY SPECIES”. Proceedings of International Mathematical Sciences 6 (2): 54-67. https://doi.org/10.47086/pims.1503458.
EndNote
Açıkgöz A, Esenbel F (December 1, 2024) THE NEUTROSOPHIZE OF NEW CONTINUITY SPECIES. Proceedings of International Mathematical Sciences 6 2 54–67.
IEEE
[1]A. Açıkgöz and F. Esenbel, “THE NEUTROSOPHIZE OF NEW CONTINUITY SPECIES”, PIMS, vol. 6, no. 2, pp. 54–67, Dec. 2024, doi: 10.47086/pims.1503458.
ISNAD
Açıkgöz, Ahu - Esenbel, Ferhat. “THE NEUTROSOPHIZE OF NEW CONTINUITY SPECIES”. Proceedings of International Mathematical Sciences 6/2 (December 1, 2024): 54-67. https://doi.org/10.47086/pims.1503458.
JAMA
1.Açıkgöz A, Esenbel F. THE NEUTROSOPHIZE OF NEW CONTINUITY SPECIES. PIMS. 2024;6:54–67.
MLA
Açıkgöz, Ahu, and Ferhat Esenbel. “THE NEUTROSOPHIZE OF NEW CONTINUITY SPECIES”. Proceedings of International Mathematical Sciences, vol. 6, no. 2, Dec. 2024, pp. 54-67, doi:10.47086/pims.1503458.
Vancouver
1.Ahu Açıkgöz, Ferhat Esenbel. THE NEUTROSOPHIZE OF NEW CONTINUITY SPECIES. PIMS. 2024 Dec. 1;6(2):54-67. doi:10.47086/pims.1503458
