Introduction to Quantitative Methods
QMT 2026
Introduction to Quantitative Methods
A modern, applied approach to econometrics and statistical reasoning — integrating theory, data, and computation in R.
1 About This Course
This course introduces quantitative methods for economic analysis. You will learn how to frame economic questions as statistical models, estimate those models using real data, interpret results correctly, and diagnose violations of key assumptions.
The course is built around R — a free, open-source statistical computing environment. Every concept is illustrated with real data and live code. By the end you will be able to conduct a full regression analysis from raw data to polished, publication-ready output.
- Specify and estimate linear regression models for cross-sectional and time-series data
- Conduct and interpret hypothesis tests for economic hypotheses
- Detect and correct violations of classical assumptions (heteroskedasticity, serial correlation)
- Produce professional regression tables and visualisations in R
- Apply critical thinking to causal claims in economics
2 Course Structure
The course is organised into five modules across twelve chapters.
Foundations
What econometrics does, the data we use, and the statistical machinery behind it. Causality, correlation, and why the distinction matters.
The Linear Regression Model
From simple linear regression through to inference. How OLS works, why it works, and what we can test with it.
Model Building
Multiple regression, functional form, dummy variables, and interaction effects. Making models more realistic and interpreting richer output.
Diagnostics
Large-sample theory, heteroskedasticity, and serial correlation. What goes wrong when classical assumptions fail and how to fix it.
Time Series
Dynamic models, distributed lags, non-stationarity, and unit root tests. The special challenges of economic time series data.
3 Weekly Schedule
| Chapter | Topic | Module |
|---|---|---|
| 1 | Introduction to Quantitative Methods | Foundations |
| 2 | Mathematical & Statistical Foundations | Foundations |
| 3 | Simple Linear Regression | Linear Regression |
| 4 | Properties of OLS — BLUE & Gauss-Markov | Linear Regression |
| 5 | Inference & Hypothesis Testing | Linear Regression |
| 6 | Multiple Regression & Specification | Model Building |
| 7 | Functional Form, Dummies & Interactions | Model Building |
| 8 | Large Sample Properties | Diagnostics |
| 9 | Heteroskedasticity | Diagnostics |
| 10 | Serial Correlation | Diagnostics |
| 11 | Dynamic Models & Distributed Lags | Time Series |
| 12 | Non-Stationarity & Unit Roots | Time Series |
4 Software
This course uses R and RStudio. See the Resources page for installation instructions and the complete list of packages used.