8.2. For matched pairs, consider the special case (8.18) of the loglinear ordinal quasi-symmetry model (8.15), namely
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8.2. For matched pairs, consider the special case (8.18) of the loglinear ordinal quasi-symmetry model (8.15), namely log ßij = ë + ki + Xj + ß\u, + ß2Uj + pi+j.
For equally spaced scores, explain why this model has the form
ßij = otiOijSi-j8*+j, which is in a class of models proposed by Goodman (1985).
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