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Normal σ-entropy measure shows that E(α,β), Z(α,β,ω), and Z(α,β,ω,θ) are equal, implying new insights in fuzzy set theory.
A normal -entropy measure for intuitionistic fuzzy sets is proposed by using normalized Hamming distance. The operators〖 E〗_(α,β), Z_(α,β)^ω and Z_(α,β)^(ω,θ)are examined separately under obtained -entropy and it is shown that the fuzzification of that operators are equal under this -entropy.
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Bal et al. (2025) studied this question.
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