Suppose that X₁,..., Xn are independent random variables with the following p.d.f.s: i0-x ƒx; (x|0) = = e −x I{x>i0} Xi
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Suppose that X₁,..., Xn are independent random variables with the following p.d.f.s: i0-x ƒx; (x|0) = = e −x I{x>i0} Xi
Suppose that X₁,..., Xn are independent random variables with the following p.d.f.s: i0-x ƒx; (x|0) = = e −x I{x>i0} Xi Prove that T = min is sufficient statistic for 0. i=1....n 2
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