设????????z[n]，????=0,1,⋯,????−1n=0,1,⋯,N-1为0,????[0,θ]上均匀分布的随机变量且相互独立，则????θ的最大似然估计为： A: (1/N) ∑z[n] B: min????????????min z[n] C: max????????????max z[n] D: (12[max????????????+min????????????]1/2){max z[n]+min z[n]}

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2022-07-25

设????????z[n]，????=0,1,⋯,????−1n=0,1,⋯,N-1为0,????[0,θ]上均匀分布的随机变量且相互独立，则????θ的最大似然估计为： A: (1/N) ∑z[n] B: min????????????min z[n] C: max????????????max z[n] D: (12[max????????????+min????????????]1/2){max z[n]+min z[n]}

设????????z[n]，????=0,1,⋯,????−1n=0,1,⋯,N-1为0,????[0,θ]上均匀分布的随机变量且相互独立，则????θ的最大似然估计为：
A: (1/N) ∑z[n]
B: min????????????min z[n]
C: max????????????max z[n]
D: (12[max????????????+min????????????]1/2){max z[n]+min z[n]}

答案：

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