For a GLM with canonical link function, explain how the likelihood equations imply that the residual vector e = (y – @) is orthogonal with C(X).

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Chapter1: Combinatorial Analysis
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For a GLM with canonical link function, explain how the likelihood equations imply that the residual
vector e =
(y – @) is orthogonal with C(X).
Transcribed Image Text:For a GLM with canonical link function, explain how the likelihood equations imply that the residual vector e = (y – @) is orthogonal with C(X).
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