Advanced Econometrics - Lecture PDFs

Lecture blocks can span multiple sessions. Each PDF includes the core material, slides, and examples for the topic.

Lecture 01: Review of Matrix Algebra

Linear systems, projections, eigenvalues, and matrix decompositions used in estimation.

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Lecture 02: Probability and Distribution Theory

Probability foundations, common distributions, convergence concepts, and limit theorems.

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Lecture 03: Introduction to Linear Regression

OLS estimation, assumptions, interpretation, and sampling properties of estimators.

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Lecture 04: Frisch-Waugh-Lovell and OLS Properties

Partialling out, omitted variable bias, inference, and finite sample properties.

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Lecture 05: Maximum Likelihood

Likelihood construction, MLE computation, consistency, and asymptotic normality.

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Lecture 06: Limited Dependent Variable Models

Binary choice, logit and probit, tobit, and selection models with interpretation.

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Lecture 07: Generalized Method of Moments

Moment conditions, IV and GMM estimation, efficiency, and robust inference.

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Lecture 08: Non-Linearities

Functional form, polynomials, interactions, marginal effects, and statistical learning foundations.

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Lecture 09: Time Series

Stationarity, ARMA processes, unit roots, and dynamic forecasting.

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Lecture 10: Panel Data

Fixed effects, random effects, dynamic panels, and clustered inference.

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Lecture 11: Difference-in-Differences

Two-way fixed effects, staggered adoption, event studies, and synthetic control links.

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Source Files

All sources for this lecture are availablein this Github repo