Question: Show that the same triple is sufficient for the six-parameter random coefficient model (14.1) with one block. Deduce that the likelihood is maximized at the

Show that the same triple is sufficient for the six-parameter random coefficient model (14.1) with one block. Deduce that the likelihood is maximized at the boundary point \(\sigma_{0}=\sigma_{1}=0\). Discuss the situation for two or more blocks.

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