On Characteristics of ω-Anti-Q-Fuzzy Subgroups | Fuzzy Logic in Mathematics

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On Characteristics of ω-Anti-Q-Fuzzy Subgroups

Layman Abstract : In simple terms, this paper builds on the concept of fuzzy sets, which were introduced by L.A. Zadeh to handle uncertainty in mathematics. The authors introduce a new type of fuzzy set called an ω-anti-Q-fuzzy set and then use this idea to define a structure called an ω-anti-Q-fuzzy subgroup. They also develop related concepts like ω-Q-fuzzy (Fuzzy Logic in Mathematics) normal subgroups and quotient groups based on these new fuzzy structures. The paper explores their mathematical properties and relationships within algebra.
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View Book: https://doi.org/10.9734/bpi/mcsru/v4/802
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Related keyword:
Fuzzy Sets Theory
Fuzzy Logic in Mathematics
L.A. Zadeh Fuzzy Sets
Anti-Q-Fuzzy Set Definition
Anti-Q-Fuzzy Subgroup Explanation
Q-Fuzzy Normal Subgroup
Quotient Groups in Algebra
Fuzzy Algebraic Structures
Abstract Algebra Concepts
Advanced Mathematics Research