Fuzzy Sets | Theorem on Fuzzy Equivalence Relations with Complete Proof

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In this video, we discuss the following content:
We define the 𝜶−𝑪𝒖𝒕 of Fuzzy Relations
We prove the following theorem:
Let R be a fuzzy relation on a set X. Then R is a fuzzy equivalence relation on X iff R_α, α∈[0,1] is an equivalence relation on X.

[@Khadim-hk4gr]

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[@mubashirali7653]

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[@ajkhan724]

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[@Khadim-hk4gr]

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[@MehwishSarfraz-w9d]

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[@zariofficial637]

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