On Mixed Fuzzy Top. R-Module
Keywords:
Fuzziness Top. R-Module, Fuzziness Of Mixed Top. R-Module, Fuzziness Nbhd Module, Fuzziness Sub Mixed Top. R-Module, Fuzziness Quotient Mixed Top. R-Module
Abstract
In this paper, we induce fuzziness of mixed top. R-module, nbhds system of mixed top. R-module and top. sub mixed top. R-module. Also, we study fuzziness of quotient mixed top. R-module.
References
[1]Al-Khafaji, M. A. K., & Melgat, B. M. (2019). Fuzzy topological rings induced by fuzzy pseudo normed ring. Journal of Advanced Research in Dynamical and Control Systems, 11(7 Special Issue), 1350–1353.
[2] Al-Khafaji, M. A. K., & Melgat, B. M. (2020): On Mixed Fuzzy Topological Ring Journal of Al-Qadisiyah for Computer Science and Mathematics Vol.12(2) ,
[3] Al-Shamiri, M. M. A. (2020). Some Results on Fuzzy Topological Modules and Fuzzy Topological Submodules. Asian Journal of Fuzzy and Applied Mathematics (ISSN: 2321–564X), 8(01).
[4] Ali A., Properties of Complete Fuzzy Normed Algebra, M.Sc. Thesis 2018, University of Technology, Iraq.
[5] Chang, C.-L. (1968). Fuzzy topological spaces. Journal of Mathematical Analysis and Applications, 24(1), 182–190.
[6] Melgat, B. M., & AL-Khafaji, M. A. K. (2019). Fuzzy Neighborhood Systems in Fuzzy Topological Ring. Journal of Al-Qadisiyah for Computer Science and Mathematics, 11(4), Page-87.
[7] Melgat, B. M., & AL-Khafaji, M. A. K. (2019). Some Result of Fuzzy Separation Axiom in Fuzzy Topological ring Space. MJPS, 6(2).
[8] Melgat, B. M., (2023). Fuzzy Topological Module Induced by Fuzzy Pseudo Normed
Module, Journal of Advance Research in Maths. And Statistics Vol (10) Issue 4.
[9] Melgat, B. M., (2023). Some Result of Fuzzy Separation Axiom in Fuzzy Top. Module
Space, Eurasian Journal of Physics, Chemistry and Maths, Vol (23),
[10] Melgat, B. M., (2024) : Fuzzy Nbhd System in Fuzzy Top-R-Module, Journal
of Science and Engineering Vol.11, No.1, pp.15-18. ISSN 2454-3896
[11] Palaniappan N. Fuzzy topology, Narosa Publications, 2002.
[12] Ray, A. D., & Chettr, P. (2009). On Fuzzy Nearly Compact Regular Open Topology, Adv. Fuzzy Math, 4(1), 59–68.
[13] Ray, A. D., & Chettri, P. (2009). On fuzzy topological ring valued fuzzy continuous functions. Appl. Math. Sci.(Ruse), 3, 1177–1188.
[14] ren, R. H. (1978). Neighborhoods, bases and continuity in fuzzy topological spaces. The Rocky Mountain Journal of Mathematics, 459–470.
[15] Zadeh, L. A. (1965). Fuzzy sets. In Fuzzy sets, fuzzy logic, and fuzzy systems: selected papers by Lotfi A
[2] Al-Khafaji, M. A. K., & Melgat, B. M. (2020): On Mixed Fuzzy Topological Ring Journal of Al-Qadisiyah for Computer Science and Mathematics Vol.12(2) ,
[3] Al-Shamiri, M. M. A. (2020). Some Results on Fuzzy Topological Modules and Fuzzy Topological Submodules. Asian Journal of Fuzzy and Applied Mathematics (ISSN: 2321–564X), 8(01).
[4] Ali A., Properties of Complete Fuzzy Normed Algebra, M.Sc. Thesis 2018, University of Technology, Iraq.
[5] Chang, C.-L. (1968). Fuzzy topological spaces. Journal of Mathematical Analysis and Applications, 24(1), 182–190.
[6] Melgat, B. M., & AL-Khafaji, M. A. K. (2019). Fuzzy Neighborhood Systems in Fuzzy Topological Ring. Journal of Al-Qadisiyah for Computer Science and Mathematics, 11(4), Page-87.
[7] Melgat, B. M., & AL-Khafaji, M. A. K. (2019). Some Result of Fuzzy Separation Axiom in Fuzzy Topological ring Space. MJPS, 6(2).
[8] Melgat, B. M., (2023). Fuzzy Topological Module Induced by Fuzzy Pseudo Normed
Module, Journal of Advance Research in Maths. And Statistics Vol (10) Issue 4.
[9] Melgat, B. M., (2023). Some Result of Fuzzy Separation Axiom in Fuzzy Top. Module
Space, Eurasian Journal of Physics, Chemistry and Maths, Vol (23),
[10] Melgat, B. M., (2024) : Fuzzy Nbhd System in Fuzzy Top-R-Module, Journal
of Science and Engineering Vol.11, No.1, pp.15-18. ISSN 2454-3896
[11] Palaniappan N. Fuzzy topology, Narosa Publications, 2002.
[12] Ray, A. D., & Chettr, P. (2009). On Fuzzy Nearly Compact Regular Open Topology, Adv. Fuzzy Math, 4(1), 59–68.
[13] Ray, A. D., & Chettri, P. (2009). On fuzzy topological ring valued fuzzy continuous functions. Appl. Math. Sci.(Ruse), 3, 1177–1188.
[14] ren, R. H. (1978). Neighborhoods, bases and continuity in fuzzy topological spaces. The Rocky Mountain Journal of Mathematics, 459–470.
[15] Zadeh, L. A. (1965). Fuzzy sets. In Fuzzy sets, fuzzy logic, and fuzzy systems: selected papers by Lotfi A
Published
2024-06-12
How to Cite
Melgat , B. M. (2024). On Mixed Fuzzy Top. R-Module. Central Asian Journal of Medical and Natural Science, 5(3), 556-561. Retrieved from https://www.cajmns.centralasianstudies.org/index.php/CAJMNS/article/view/2482
Section
Articles
Copyright (c) 2024 Basim Mohammed Melgat
This work is licensed under a Creative Commons Attribution 4.0 International License.
