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0. Let R be a fuzzy relation on X × Y and S be a fuzzy relation on Y × Z. Define the composition R 0* S(x, z) = supy{t*(R(x, y), S(y, z))}, where t* is a t-norm. Let X = Y = Z, which of the follwoing is/are correct?
If tp is algebraic product, then R 0p S = S 0p R
If tb is algebraic product, then R 0b S = S 0b R
If tm is algebraic product, then R 0m S = S 0m R
None of the above
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