Show that (mathbf{x}_{i} perp y_{i t} mid mathbf{x}_{i t}) and (Eleft(y_{i t} mid mathbf{x}_{i t} ight)=mu_{i t})

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Show that $\mathbf{x}_{i} \perp y_{i t} \mid \mathbf{x}_{i t}$ and $E\left(y_{i t} \mid \mathbf{x}_{i t}\right)=\mu_{i t}$ imply the FCCM.

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Applied Categorical And Count Data Analysis

ISBN: 9780367568276

2nd Edition

Authors: Wan Tang, Hua He, Xin M. Tu

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Question Posted: Mar 30, 2024 07:01 AM

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Show that (mathbf{x}_{i} perp y_{i t} mid mathbf{x}_{i t}) and (Eleft(y_{i t} mid mathbf{x}_{i t} ight)=mu_{i t})

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The notation can be a bit confusing but heres how we can analyze the given conditions and their connection to the Factor Conditional Mean Model FCCM 1 ...View the full answer

Applied Categorical And Count Data Analysis

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