Fuzzy soft prime ideals over right ternary near-rings A.U. Maheswari, C. Meera International Journal of Pure and Applied Mathematics, 2013 Right ternary near-rings are generalization of their binary counterpart and fuzzy soft sets are generalization of soft sets which are parametrized family of subsets of a universal set. The authors in their earlier paper have introduced fuzzy soft right ternary near-rings, fuzzy soft ideals and studied their basic algebraic properties. In this paper fuzzy soft prime ideals, completely prime ideals and completely semi-prime ideals over a right ternary near-ring are defined and their basic algebraic properties are studied. The characterization theorems for fuzzy soft prime ideals, completely prime ideals and completely semi-prime ideals are given. AMS Subject Classification: 16Y30, 03E72, 08A02, 20N10, 06B10
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MOST CITED SCHOLAR PUBLICATIONS
Fuzzy soft prime ideals over right tenary nearrings AR Maheswari, C Meera International Journal of Pure and Applied Mathematics 85 (3), 507-529 , 2013 2013.0 Citations: 11
On fuzzy soft right ternary near-rings AU Maheswari, C Meera International Journal of Computer Applications 57 (6), 26-33 , 2012 2012.0 Citations: 8
A study on the structure of right ternary N-groups AU Maheswari, C Meera International Journal of Mathematics and Computer Applications Research 4 (3 … , 2014 2014.0 Citations: 4
Quasi-ideals and Bi-ideals of a Right Ternary Near-ring A Uma Maheswari, C Meera International Journal of Scientific and Engineering Research 4 (5), 1406-1412 , 2013 2013.0 Citations: 4
ANNIHILATOR 3-UNIFORM HYPERGRAPHS OF RIGHT TERNARY NEAR-RINGS T Arockiamary, C Meera, V Santhi South East Asian Journal of Mathematics and Mathematical Sciences 17 (02 … , 2021 2021.0 Citations: 2
3-UNIFORM HYPERGRAPHS OF RIGHT TERNARY NEAR-RINGS AND EXISTENCE OF BIBDs. AU Maheswari, C Meera Advances & Applications in Discrete Mathematics 16 (2) , 2015 2015.0 Citations: 2
On fuzzy soft similarity relations AU Maheswari, C Meera Book Proceedings, Mathematical Computer Engineering, I, 35-41 , 2013 2013.0 Citations: 1
Modular, Primitive Properties and chain conditions in Right Ternary Near-Rings A Uma Maheswari, C Meera International Journal of Pure and Applied Mathematics, accepted for publication , 0 Citations: 1
k-PRIME TOTAL LABELING OF SHELL RELATED GRAPHS. ST Arockiamary, G Vijayalakshmi Advances & Applications in Discrete Mathematics 39 (1) , 2023 2023.0
Connectedness in Projection Graphs of Commutative Rings ST Arockiamary, C Meera, V Santhi Indian Journal of Science and Technology 16, 55-63 , 2023 2023.0
ZERO-ANNIHILATOR 3-UNIFORM HYPERGRAPHS ASSOCIATED WITH RIGHT TERNARY NEAR-RINGS. S Teresa Arockiamary, C Meera, V Santh Advances & Applications in Discrete Mathematics 29 (2) , 2022 2022.0
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