A probability model g W (w; ) is said to be expressed in exponential form if it can be written
A probability model gW(w; θ) is said to be expressed in exponential form if it can be written as
gW(w; θ) = eK(w)p(θ)+S(w)+q(θ)
where the range of W is independent of θ. Show that K(Wi) is sufficient for θ.
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Question Posted: December 20, 2015 03:35:13