Abstract
We consider point estimation and inference based on modifications of the profile likelihood in models for dyadic interactions between n agents featuring agent-specific parameters. The maximum-likelihood estimator of such models has bias and standard deviation of order n-1 and so is asymptotically biased. Estimation based on modified likelihoods leads to estimators that are asymptotically unbiased and likelihood ratio tests that exhibit correct size.
Keywords
Asymptotic bias; Dyadic data; Fixed effects; Undirected random graph;
JEL codes
- C23: Panel Data Models • Spatio-temporal Models
Replaced by
Koen Jochmans, “Modified-likelihood estimation of fixed-effect model for dyadic data”, Journal of the Spanish Economic Association, vol. 14, 2023, pp. 417–433.
Reference
Koen Jochmans, “Modified-likelihood estimation of fixed-effect models for dyadic data”, TSE Working Paper, n. 24-1502, May 2023.
See also
Published in
TSE Working Paper, n. 24-1502, May 2023