Australian National University · S1 2026 · FACULTY OF ECONOMICS

EMET8002 Case Studies in Applied Economic Analysis and Econometrics

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The Complete Study & Assessment Guide · S1 2026

EMET8002 Overview

Case Studies in Applied Economic Analysis and Econometrics
— Replicate a paper, extend it, and defend every estimate
  • Semester 1, 2026
  • Postgraduate course
  • Weekly Stata computer labs
  • Replicate and extend a paper
  • Coursework assessment

What the course is about

Case Studies in Applied Economic Analysis and Econometrics at the Australian National University is a postgraduate course in doing applied econometrics on real data.

  • Assessed by Six tasks: a Research Report worth 45%, a take-home assignment worth 20%, a proposal, a presentation and problem sets at 10% each, and lab attendance at 5%.
  • Hardest step Replicating a published result closely enough to explain any gap, then defending an extension with a credible identification strategy.
  • How to prepare Choose the paper early, apply for its data in the first weeks, and treat each lab as a rehearsal of the methods your paper uses.
Why read this guide

What you get in the full EMET8002 Study & Assessment Guide

  1. 13 chapters, 68 pages — every assessed topic, week by week
  2. 31 original practice questions, each with a model answer
  3. 13 worked examples, solved the way EMET8002 marks
  4. 24 computed figures, redrawn from the course’s own numbers
  5. Before-you-submit checklist for the Research Report (45%) — what markers reward, what costs marks

Free on this page: assessment table, chapter map, one worked example, key terms, FAQ. The rest is in the full study & assessment guide.

EMET8002 · Australian National University
An independent, AskSia-authored study guide. AskSia is not affiliated with, endorsed by, or sponsored by Australian National University; the course code and name are used for identification only.
Assessment

How EMET8002 is assessed

ComponentWeightFormat
Research Proposal10%Due in Week 6: a summary of the chosen paper, a brief literature review and a proposed extension with hypotheses
Research Presentation10%Week 10, live on Zoom: 5 minutes plus 5 minutes of questions, marked out of 50 across four criteria
Research Report45%Due in Week 12: 4,000 to 5,000 words replicating a published paper and then extending it
Take-home assignment20%Exam period: a few questions plus data analysis, released 2 June 2026
Attendance in Computer Labs5%Weeks 2 to 12
Problem Sets for Computer Labs10%Weeks 3 to 9: the best 5 of 7 count and late submissions are not accepted

The six tasks total 100%, as listed in the course introduction. The presentation is marked out of 10 for presentation skills, 10 for the research question and hypothesis, 10 for data and methods and 20 for preliminary results, discussion and questions. In the 2026 offering the report deadline was extended to midnight on 1 June because of a public holiday. Two announcements give different closing dates for the take-home assignment, 15 May and 15 June 2026, so check the assignment page on Canvas. Extensions and extenuating circumstances applications go through the ANU Request for assessment adjustment app.

45%Research Report20%Take-home assignment10%Research Proposal10%Research Presentation10%Problem Sets5%Lab attendance
The six EMET8002 tasks drawn to scale on one 100% bar: the Research Report carries 45% on its own, the take-home assignment 20%, and the proposal, presentation, problem sets and lab attendance share the remaining 35%.
Other students are asking · EMET8002

What other students are asking about EMET8002

Where can I find lecture notes or study guides for EMET8002 at ANU?
The EMET8002 study guide in AskSia Library covers Case Studies in Applied Economic Analysis and Econometrics in 13 chapters, with the assessment table, a chapter-by-chapter topic map, key terms and a worked example, free to read on this page.
Is there a final exam in EMET8002?
No final exam is listed in the offering this AskSia Library guide is built from; EMET8002 is assessed by Research Proposal 10%, Research Presentation 10%, Research Report 45%, Take-home assignment 20%, Attendance in Computer Labs 5%, Problem Sets for Computer Labs 10%.
What does EMET8002 cover on simple and multiple linear regression?
In AskSia Library's EMET8002 guide, the Simple and Multiple Linear Regression chapter explains signal and noise · least squares · residuals · holding other factors fixed · the Y, X, Z approach · adjusted R-squared.
What does EMET8002 cover on when regression assumptions fail?
In AskSia Library's EMET8002 guide, the When Regression Assumptions Fail chapter explains multicollinearity and VIF · five sources of endogeneity · heteroskedasticity · clustered and HAC errors · outliers and LAD.
What does EMET8002 cover on binary outcomes with logit and probit?
In AskSia Library's EMET8002 guide, the Binary Outcomes With Logit and Probit chapter explains linear probability model · logistic and normal links · predicted probabilities · marginal effects · risk and odds ratios.
Weights, dates and every chapter are set out with their sources further down this page.
Current dates · verify in LMS

Current EMET8002 dates

DateItemControl
13 May 2026, 8pmResearch Presentation slidesWednesday of Week 10; presentations held live on Zoom
1 June 2026, midnightResearch Reportdeadline extended because of the public holiday
2 June 2026Take-home assignment releasedclosing date given as 15 May in one announcement and 15 June in another

Dates are as published in the Semester 1, 2026 course announcements and the Week 10 presentation page on the course site. Confirm exact deadlines and submission settings in the live LMS.

Contents · every chapter, one map

What EMET8002 covers

Thirteen chapters follow the lectures, from survey data and regression through categorical, time series and panel models to causal designs, prediction and the research report.

01

Survey Data, Sampling and Hypothesis Tests

Survey modes · sampling designs and weights · total survey error · null and alternative · size and power · p-values

Where the data come from

The course opens with survey data: how respondents are reached by door knock, telephone, post or web, how samples are drawn by simple random, stratified, cluster or multi-stage designs, and why weights restore representativeness.

  • Survey modes and their trade-offs
  • Simple random, stratified, cluster and multi-stage sampling
  • Total survey error
  • Dichotomous, categorical, ordinal and continuous responses
  • Null and alternative hypotheses
  • Type I and Type II errors, size and power
In the full guide: 5 pages · 2 practice questions · 2 figures
02

Simple and Multiple Linear Regression

Signal and noise · least squares · residuals · holding other factors fixed · the Y, X, Z approach · adjusted R-squared

The linear model

This chapter covers the linear regression model as the course presents it: an outcome split into a signal explained by the regressors and a noise term, estimated by ordinary least squares, which minimises squared residuals.

  • Dependent and independent variables
  • Intercept and slope
  • Ordinary least squares and residuals
  • Population versus sample regression line
  • Ceteris paribus interpretation
  • Outcomes, explanatory variables and controls
In the full guide: 4 pages · 2 practice questions · 1 figure
03

When Regression Assumptions Fail

Multicollinearity and VIF · five sources of endogeneity · heteroskedasticity · clustered and HAC errors · outliers and LAD

Assumptions that protect the coefficients

Week 2 examines what happens when the assumptions behind regression fail.

  • Correlation cut-offs and the variance inflation factor
  • Conditional mean independence and bias
  • Omitted variables and the direction of bias
  • Functional form, measurement error and selection
  • Simultaneous causality
  • Heteroskedasticity and the Breusch-Pagan test
In the full guide: 5 pages · 2 practice questions · 2 figures
04

Binary Outcomes With Logit and Probit

Linear probability model · logistic and normal links · predicted probabilities · marginal effects · risk and odds ratios

From straight lines to curves

When the outcome is a yes or no, OLS gives the linear probability model, which is easy to read but can predict probabilities below 0 or above 1. Logit and probit models pass the linear index through the logistic function or the standard normal distribution, keeping predictions between 0 and 1, and are estimated by maximum likelihood.

Reading the results

Coefficients give sign and significance only.

  • Dummy regressors and the dummy variable trap
  • The linear probability model and its limits
  • Logistic and standard normal link functions
  • Maximum likelihood estimation
  • Predicted probabilities
  • Marginal effects at stated values
In the full guide: 5 pages · 2 practice questions · 2 figures
05

Multinomial, Ordered and Count Outcomes

Multinomial logit and IIA · ordered logit cutpoints · proportional odds · Poisson counts · over-dispersion

Many categories

Week 3 extends binary models to outcomes with several categories. Unordered outcomes use the multinomial logit, with one equation per category relative to a base and the independence of irrelevant alternatives assumption.

  • Ordered and unordered outcomes
  • Multinomial logit and its base category
  • Relative risk ratios
  • Independence of irrelevant alternatives
  • Ordered logit, latent variables and cutpoints
  • Proportional odds and the Brant test
In the full guide: 5 pages · 2 practice questions · 2 figures
06

Time Series Data, Trends and Autocorrelation

Seasonality · first and log differences · deterministic and stochastic trends · spurious regression · autocorrelation

Data in time order

Week 4 turns to aggregate series observed over time, from quarterly GDP to daily stock prices.

  • Time series notation and lags
  • Seasonality and seasonal dummies
  • First differences, percentage changes and log differences
  • Deterministic and stochastic trends
  • Spurious regression
  • Autocorrelation and persistence
In the full guide: 4 pages · 2 practice questions · 1 figure
07

Unit Roots, Lag Models and Volatility

Stationarity · Dickey-Fuller · orders of integration · AR and ADL · Granger causality · VAR, ECM, ARCH and GARCH

Testing before modelling

Time series models need stationary data.

  • Stationarity
  • Dickey-Fuller and augmented Dickey-Fuller tests
  • Orders of integration
  • Structural breaks and the Chow test
  • AR and ADL models
  • Lag length with AIC and BIC
In the full guide: 5 pages · 2 practice questions · 2 figures
08

Panel Data With Fixed and Random Effects

Long and wide format · pooled OLS · first differences · fixed and random effects · Hausman test · dynamic GMM

Panels and their advantages

Panel data follow many units over time.

  • Cross-section, time series and panel data
  • Long and wide format
  • Pooled OLS with clustered standard errors
  • Two-period differencing
  • Fixed and random effects
  • The Hausman test
In the full guide: 5 pages · 2 practice questions · 2 figures
09

Difference-in-Differences and Event Studies

Counterfactuals · the two by two estimator · parallel trends · Snow's cholera study · event studies

Comparing changes

Causal questions compare what happened with an unobserved counterfactual.

  • Correlation and causation
  • Counterfactuals and randomised trials
  • Quasi-experiments
  • The two by two estimator
  • The interaction regression
  • Parallel trends, anticipation and SUTVA
In the full guide: 4 pages · 2 practice questions · 2 figures
10

Regression Discontinuity and Kink Designs

Running variables and cutoffs · sharp and fuzzy designs · continuity · admissions cases · regression kinks

Thresholds as experiments

When treatment depends on a running variable crossing a known cutoff, units just either side are comparable, and the jump in outcomes at the cutoff estimates the treatment's effect.

  • Running variables and cutoffs
  • Sharp regression discontinuity
  • Continuity and the McCrary test
  • Fuzzy designs as instrumental variables
  • Fields of study in Norway
  • The flagship university premium
In the full guide: 5 pages · 2 practice questions · 2 figures
11

Instrumental Variables and Two-Stage Least Squares

Relevance and exogeneity · weak instruments · first and second stage · returns to schooling · candidate instruments

What an instrument does

Instrumental variables recover causal effects when a regressor is endogenous. A valid instrument must be relevant, correlated with the regressor, and exogenous, affecting the outcome only through the regressor.

  • Why instrumental variables
  • The two parts of an endogenous regressor
  • Relevance and the first-stage F-test
  • Exogeneity and the exclusion restriction
  • Weak instruments
  • First and second stages
In the full guide: 4 pages · 2 practice questions · 1 figure
12

Machine Learning for Economic Prediction

Supervised and unsupervised learning · bias and variance · k-fold cross validation · decision trees · ensembles

Prediction rather than explanation

The additional lecture contrasts econometrics, which favours models that explain, with machine learning, which favours models that predict.

  • Explanation versus prediction
  • Supervised and unsupervised learning
  • The bias-variance trade-off
  • Training, validation and test sets
  • Cross validation in k folds
  • Regression trees and their splits
In the full guide: 4 pages · 2 practice questions · 1 figure
13

Presenting Results and Writing the Research Report

Presentation criteria · report structure · table anatomy · charts · explaining a replication gap

The presentation

Week 10 presentations are a progress check: five minutes on the proposed extension and initial results, then five minutes of questions, marked out of 50 across presentation skills, the research question, data and methods, and results with the Q&A.

The report

The report replicates a paper and extends it in 4,000 to 5,000 words.

  • Presentation format and criteria
  • The proposed report structure
  • Replication and extension
  • Table anatomy
  • Principles for tables and charts
  • Bar, line and scatter charts
In the full guide: 4 pages · 2 practice questions · 1 figure

Its lectures cover the main methods an empirical project relies on: survey data and hypothesis tests, linear regression and the assumptions behind it, models for binary, multinomial, ordered and count outcomes, time series with trends, unit roots, lag models and volatility, panel data with fixed and random effects, and the causal designs of difference-in-differences, regression discontinuity and instrumental variables.

An additional lecture introduces machine learning for prediction.

How it is taught

Lectures run twice a week for the first seven weeks, and weekly computer labs apply each method in Stata to datasets such as an ANU Poll survey, US state education data, PISA 2015, World Bank GDP series and a wage panel.

From Week 8 the lecture slots become consultation sessions for the project, and Week 10 is set aside for student presentations.

What the assessment rewards

Most of the grade attaches to one research project.

You choose a published paper from an approved list, propose an extension by Week 6, present your progress in Week 10, and submit a report of 4,000 to 5,000 words that replicates the paper and then extends it with new data, a different method or a different population. Problem sets, lab attendance and a take-home assignment of questions and data analysis make up the rest.

The course rewards transparent explanations of every data and modelling decision, and it does not allow AI or translation tools. This guide gives each block of lectures its own chapter, with original worked examples whose numbers are computed in full.

Worked example · free

Estimating a programme effect with difference-in-differences

Q [4 marks]. A regional employment programme starts in one region. The employment rate there moves from 61.0% to 64.5%, while a comparison region moves from 58.0% to 59.5%. Estimate the programme's effect, write the matching regression coefficients, and state the assumption the estimate needs. The practice weighting is assigned by AskSia and is not an official assessment.
Invented employment rates for a region that received a programme and one that did not: the dashed line carries the control region's 1.5-point rise forward from Invented employment rates for a region that received a programme and one that did not: the dashed line carries the control region's 1.5-point rise forward from the treated region's start, and the 2.0-point gap above it is the difference-in-differences estimate.employment rate (%)beforeafter586266effect 2.0treated 64.5counterfactual 62.5control 59.5
Invented employment rates for a region that received a programme and one that did not: the dashed line carries the control region's 1.5-point rise forward from the treated region's start, and the 2.0-point gap above it is the difference-in-differences estimate.
  • 1Change in the programme region: 64.5 minus 61.0 equals 3.5 percentage points.
  • 1Change in the comparison region: 59.5 minus 58.0 equals 1.5 points, the common trend.
  • 1Difference-in-differences: 3.5 minus 1.5 equals 2.0 points, the coefficient on the treated by after interaction; the intercept is 58.0, the group gap 3.0 and the time effect 1.5.
  • 1The estimate assumes parallel trends: without the programme, both regions would have risen by the same 1.5 points, so the treated region would have reached 62.5 rather than 64.5.
The programme is estimated to have raised employment by 2.0 percentage points. The figure removes both the 3.0-point gap that existed before the programme and the 1.5-point rise that happened everywhere, and it is credible only if the two regions were on parallel paths beforehand.
Sia tip — Subtract the control group's change, not its level: comparing the regions after the programme would wrongly count the 3.0-point gap that was already there.
Glossary

Key terms

Null Hypothesis
The default claim of no effect or no difference that a test assumes true until the evidence rejects it.
Ordinary Least Squares
The estimator that chooses coefficients to minimise the sum of squared residuals.
Endogenous Regressor
An explanatory variable that is correlated with the error term, which biases its estimated coefficient.
Omitted Variable Bias
Bias that arises when a left-out variable both determines the outcome and correlates with an included regressor.
Marginal Effect
The change in a predicted probability when one regressor moves from a stated starting value.
Odds Ratio
The odds of an event in one group divided by the odds in another group.
Incidence Rate Ratio
The multiplier on an expected count that a one-unit change in a regressor produces in a Poisson model.
Unit Root
A stochastic trend in a time series, present when the coefficient on its own lag equals one.
Spurious Regression
A regression in which trending series look related even though they are not.
Fixed Effects
A panel estimator that gives each unit its own intercept to absorb all of its time-invariant characteristics.
Parallel Trends
The assumption that, absent the treatment, the treated group's outcome would have moved in step with the control group's.
Running Variable
The observed score whose crossing of a threshold determines treatment in a discontinuity design.
Exclusion Restriction
The requirement that an instrument affects the outcome only through the endogenous regressor.
FAQ

EMET8002 FAQ

Is there an exam in Case Studies in Applied Economic Analysis and Econometrics?

The grade comes from six coursework tasks listed in the course introduction: a research proposal, a research presentation, a research report, a take-home assignment set in the exam period, lab attendance and lab problem sets. The take-home assignment, worth 20%, asks a few questions and some data analysis, and it is completed in your own time over almost two weeks.

How much is the research report worth and what must it contain?

The research report is worth 45% of the final mark and runs to 4,000 to 5,000 words. It has two parts: a replication of a published paper's main findings, then an extension such as new waves of data, a justified alternative technique, a different population or extra variables. Collecting your own data is not allowed, because it would need ethics approval.

How is the Week 10 presentation marked?

Each student presents for five minutes and answers questions for five. The criteria are presentation skills out of 10, the research question and hypothesis for the extension out of 10, data and methods out of 10, and preliminary results, discussion and the question time out of 20, so results and questions carry the most weight.

How do the computer lab problem sets count?

Problem sets run from Week 3 to Week 9 and are worth 10% together. Each is due on the Monday before its lab, late submissions are not accepted, and only the best five of seven count. The final question of each set prepares you for the research report and carries no marks, though it keeps the project moving.

Which software and data does the course use?

The labs use Stata, which ANU students can install free and which runs on the lab and library computers. Datasets include an ANU Poll survey, US state education data, PISA 2015, World Bank GDP and population series and a wage panel. Some project papers need HILDA, requested individually through the Australian Data Archive, or Compustat through a class account.

Can I use ChatGPT or other AI tools?

No. The course states that translation and AI tools such as ChatGPT or Copilot are not allowed and that using them is a breach of academic integrity. The single exception is proofreading, which must be declared in a closing note to the assignment, and you may be asked for your drafts from before and after it.

Which econometric methods should I master first?

Start with the methods your chosen paper uses, since the report depends on replicating them. For most papers that means linear regression and its assumptions, followed by whichever of the categorical, time series or panel models fits the data, and then the causal designs of difference-in-differences, regression discontinuity or instrumental variables that support the extension.

Chapter questions

Questions students ask in each EMET8002 chapter

What is the difference between a Type I and a Type II error?
A Type I error rejects a null hypothesis that is actually true, like convicting an innocent defendant, and its probability is the significance level. A Type II error fails to reject a false null, like acquitting a guilty defendant; one minus its probability is the power of the test. Chapter 01 · Survey Data, Sampling and Hypothesis Tests
What does holding other factors constant mean in a multiple regression?
Each slope measures the change in the outcome for a one-unit change in its own regressor while every other included regressor stays fixed. It does not hold fixed anything left out of the model, which is why omitted variables remain a concern. Chapter 02 · Simple and Multiple Linear Regression
Does multicollinearity bias regression coefficients?
No. It inflates the variance of the affected coefficients, so their partial effects become imprecise and may look insignificant. The lecture's checks are pairwise correlations beyond 0.8, or 0.7 in some texts, and a variance inflation factor above 10. Chapter 03 · When Regression Assumptions Fail
Why not just use OLS for a binary outcome?
OLS gives the linear probability model, which is easy to interpret but has heteroskedastic, non-normal errors and can predict probabilities outside the range from 0 to 1. Logit and probit avoid impossible predictions by using a curved link function. Chapter 04 · Binary Outcomes With Logit and Probit
What is the independence of irrelevant alternatives assumption?
It says a person's choice between two options is unaffected by what other options are available. The red bus and blue bus example shows how it fails when a new option is a close substitute for an existing one, which is when a nested or mixed logit is safer. Chapter 05 · Multinomial, Ordered and Count Outcomes
What is a spurious regression?
It is a regression in which two series appear strongly related only because both contain trends. The lecture's example is US GDP and federal debt, significant together in levels but not in first differences, and the Week 6 lab repeats the point with Australian population and US GDP. Chapter 06 · Time Series Data, Trends and Autocorrelation
Why can't a unit root be tested with an ordinary t-test?
Under the null of a unit root, the test statistic does not follow the usual distribution, so the standard critical values are wrong. The Dickey-Fuller test uses its own critical values, which statistical tables give and Stata calculates. Chapter 07 · Unit Roots, Lag Models and Volatility
When should I use fixed effects instead of random effects?
Use fixed effects when the unobserved unit characteristic is likely correlated with the regressors, which a Hausman rejection supports. Prefer random effects when that correlation is implausible, when units change little over time, or when you need to estimate a time-invariant variable. Chapter 08 · Panel Data With Fixed and Random Effects
What is the parallel trends assumption?
It assumes that, had the treatment never happened, the treated group's outcome would have changed by the same amount as the control group's. It cannot be tested directly, because the counterfactual is unobserved, but parallel pre-treatment trends in an event study support it. Chapter 09 · Difference-in-Differences and Event Studies
What is the difference between a sharp and a fuzzy RDD?
In a sharp design, treatment jumps from 0 to 1 at the cutoff, so the outcome jump is the effect. In a fuzzy design, only the probability of treatment jumps, so the outcome jump is divided by the treatment jump, which is estimated by two-stage least squares. Chapter 10 · Regression Discontinuity and Kink Designs
What makes an instrument valid?
It must be relevant, meaning correlated with the endogenous regressor, which a first-stage F-test can check, and exogenous, meaning uncorrelated with the error so that it affects the outcome only through the regressor. The second condition cannot be tested and must be argued. Chapter 11 · Instrumental Variables and Two-Stage Least Squares
What is the bias-variance trade-off?
Simple, high-bias models miss real patterns and underfit, while complex, high-variance models fit the training data closely but generalise badly. The best predictive model balances the two, which is why it is chosen by its error on data it has not seen. Chapter 12 · Machine Learning for Economic Prediction
How long should the research report be?
The course introduction sets 4,000 to 5,000 words. The report has two parts, a replication of the chosen paper's main findings and an extension of it, and the Week 7 lecture proposes a structure from introduction and literature through data, methods and both sets of results to a conclusion. Chapter 13 · Presenting Results and Writing the Research Report
Study strategy

How to prepare for the assessments

Work backwards from the research report. In the first two weeks, read the approved papers, pick one whose data you can actually obtain, and start any HILDA or Compustat application at once, because access can take weeks and every student must apply individually. Then use the labs as rehearsals: when a lab covers the method your paper uses, run the same commands on your own data that week.

Before the proposal, write the research question as a pair of hypotheses and name the assumption your extension depends on, such as parallel trends or an exclusion restriction. While replicating, check your observation counts and descriptive statistics against the paper before comparing coefficients, and keep a log of every cleaning decision, since explaining those choices is what the course rewards.

Prepare the presentation as a progress report with no more than three results slides, and rehearse answers to likely questions. Leave the final week for tables, interpretation sentences with units, and a conclusion that states the contribution.

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