ECON 3209 · Week 20, Lecture 3 · Kerala Agricultural University
Autumn 2026
By the end of this lecture, you should be able to:
| Week | Topic |
|---|---|
| 1 | Python Environment & Basics |
| 2 | Control Flow & Functions |
| 3 | NumPy for Economics |
| 4 | Pandas & Data Wrangling |
| 5 | Data Visualisation |
| 6 | Working with Real Data |
| 7 | Introduction to Econometrics |
| 8 | OLS: Theory & Properties |
| 9 | Inference in OLS |
| 10 | Multiple Linear Regression |
| Week | Topic |
|---|---|
| 11 | Multicollinearity |
| 12 | Heteroscedasticity |
| 13 | Dummy Variables |
| 14 | Nonlinear Regression |
| 15 | Qualitative Response Models |
| 16 | Model Specification |
| 17 | Panel Data Analysis |
| 18 | Autocorrelation |
| 19 | Time Series: Basics |
| 20 | Time Series: Forecasting |
\[\text{plim}\hat{\beta}_1 = \beta_1 + \beta_2 \frac{\text{Cov}(X_1,X_2)}{\text{Var}(X_1)}\]
\[P(Y_i=1|X_i) = \frac{e^{\beta_0+\beta_1 X_i}}{1+e^{\beta_0+\beta_1 X_i}}\]
\[\ddot{y}_{it} = \ddot{x}_{it}'\beta + \ddot{\varepsilon}_{it}\]
\[DW = \frac{\sum_{t=2}^T(\hat{e}_t - \hat{e}_{t-1})^2}{\sum_{t=1}^T \hat{e}_t^2}\]
\[\phi(B)(1-B)^d Y_t = \theta(B)\varepsilon_t\]
Possible next steps after ECON 3209: - MSc courses in econometrics, statistics, agricultural economics, or data science. - Research projects on credit, prices, crop productivity, labour, and climate shocks. - Internship work with banks, cooperatives, NGOs, and policy institutions. - Independent replication of published papers using Python.
Using the mini-project starter, add one more explanatory variable or forecast comparison. Then explain which tool from the course helps you most: OLS, logit, diagnostics, panel methods, or time series.
ECON 3209 · Econometrics with Python
Department of Development Economics
Kerala Agricultural University
ECON 3209 — Kerala Agricultural University