Population-Averaged Inference: Generalised Estimating Equations for Income Dynamics and Upward Mobility

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Authors: Taylan Akay
Cited by: 0

Abstract

This chapter develops a population-averaged approach to intergenerational mobility using generalised estimating equations (GEE), contrasting it with subject-specific estimators and motivating working correlations (independence, exchangeable, AR(1)) for longitudinal dependence. We implement Gaussian and logit GEEs in SAS PROC GENMOD with REPEATED to model annual income and an upward-mobility indicator. Using a synthetic LAD-style panel, we apply diagnostics and select models via quasi-likelihood under the independence model criterion, retaining time-invariant parental covariates central to mobility research. Empirically, education and employment dominate income and mobility; parental quintile predicts mobility but not income. Results are robust across working correlations, with independence/exchangeable often preferred.

Fields of Study & Subjects

Intergenerational and Educational Inequality Studies Statistical Methods and Bayesian Inference Spatial and Panel Data Analysis

Publication details

Journal / source
Chapman & Hall/CRC eBooks
Pages
123–152
Publication date
10 February 2026
Language
EN
Document type
Book chapter