Question: A different version of the preceding model uses the complementary log-log link function: [ log left(-log left(1-operatorname{pr}left(Y_{i, j} leq right)ight)ight)=gamma_{r}+alpha_{i}-alpha_{j} ] depending on two threshold
A different version of the preceding model uses the complementary log-log link function:
\[
\log \left(-\log \left(1-\operatorname{pr}\left(Y_{i, j} \leq right)ight)ight)=\gamma_{r}+\alpha_{i}-\alpha_{j}
\]
depending on two threshold parameters \(\gamma_{1} \leq \gamma_{2}\) plus player strength parameters \(\alpha_{1}, \ldots, \alpha_{n}\).
In what sense is this model inconsistent? How do you modify it to resolve the inconsistency?
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