Results 31 to 40 of about 2,086 (128)
Some Characterization of Normal Multi-fuzzy and Normal Multi-anti fuzzy Subgroup
This paper is mainly concerned with a generalization of the concept of a normal multi-fuzzy subgroup and a normal multi-anti fuzzy subgroup. We introduce the concept of a normal multi-fuzzy subgroup of a multi-fuzzy subgroup and examine its basic properties.
R. Muthuraj, S. Balamurugan
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Anti L-Fuzzy Normal M-Subgroups
paper contains some definitions and results of anti L-fuzzy normal M-subgroup is being given. Using homomorphism and anti-homomorphism, anti L-fuzzy normal M-subgroups is studied. Some properties of anti L-fuzzy normal M-subgroups are also established.
P. Pandiammal +2 more
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Contemporary Algebraic Attributes of the q-Rung Orthopair Complex Fuzzy Subgroups
A more advanced form of complex fuzzy sets is q-rung orthopair complex fuzzy (q -ROCF) sets, which offer an additional and broad visualization of the uncertainty present in the unit disk.
Arshad Ali +3 more
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Bipolar-Valued Fuzzy Subgroups, Normal Subgroups, and Homomorphisms on Dib’s Fuzzy Space
Fuzzy group theory has evolved beyond single-valued memberships to account for dual polarity and uncertainty. Building on Dib’s fuzzy space and bipolar-valued fuzzy sets, we develop a unified algebraic theory of bipolar-valued fuzzy (BVF) subgroups, including BVF normal subgroups and BVF homomorphisms, via a BVF binary operation (BVFBO) on a BVF-space.
Fadi Al-Zu’bi +4 more
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A Mathematical Study on Q Fuzzy Normal Subgroups
This paper on the basis of fuzzy sets introduced by L.A Zadeh , we first gave the definition of - fuzzy set and then defined -fuzzy subgroups and - fuzzy normal subgroups and finally, defined quotient group of the - fuzzy cosets of an -fuzzy normal subgroup.
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Retracted: On Fundamental Algebraic Characterizations of μ-Fuzzy Normal Subgroups
Journal of Function Spaces
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Correspondence Theorem For Anti L-Fuzzy Normal Subgroups
{"references": ["L. A. Zadeh, \"Fuzzy Sets,\" Inform. and Control, vol. 8, pp. 338-353,\n1965.", "A. Rosenfeld, \"Fuzzy groups,\" J. Math. Anal. Appl., vol.35, pp. 512-517,\n1971.", "C. V. Negoita, and D. A. Ralescu, Applications of Fuzzy Sets to System\nAnalysis. New York: Wiley, 1975.", "J. M. Anthony, and H.
Jian Tang, Yunfei Yao
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COMPLEX INTUITIONISTIC FUZZY NORMAL SUBGROUP [PDF]
R. Al-Husban, A.R. Salleh, A.G.B. Ahmad
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MRI abdominal fat segmentation with a novel VAT/SAT delineation algorithm: Otsu regression calibration and comparison to k-means and fuzzy c-means. [PDF]
Negrea MO +6 more
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Application of t-intuitionistic fuzzy subgroup to Sylow theory. [PDF]
Latif L, Shuaib U.
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