Consider the model Link [ j (x)] = j + j x, where j
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Consider the model Link [ωj(x)] = αj + βj’x, where ωj(x) is (7.14).
a. Explain why this model can be fitted separately for j = 1,..., J – 1.
b. For the complementary log-log link, show that this model is equivalent to one using the same link for cumulative probabilities.
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a This model can be fitted separately for j 1 J 1 because the model consists of J separate components each depending on a different value of j Each component ...View the full answer
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