Department of Economics

University of Chicago Department of Economics

Economics 312, Spring 2023, Part A: COMBINED PRIVATE KEY



Instructor: James J. Heckman

  • Lecture times: Tuesdays and Thursdays, 5:00pm – 6:20pm
  • Lecture classroom: Saieh Hall, Room 146
  • Teaching Assistants:
  • TA Sessions:
    • Friday, 3:30 – 4:20, Room Saieh 146
    • Office hours by appointment
    • NOTE: Please email the TA if you plan to attend their Office Hours so that they do not wait unnecessarily. Please email them before office hours with any specific questions so that they can prepare.

If you experience problems with this website, please contact Jennifer Pachon.


Course Description

This course examines how economists learn from data. We focus on the following topics:

  1. Counterfactuals and economic policy evaluation in economics and statistics
  2. Alternative modes of inference, understanding how economists approach causal questions (abduction, exploration and discovery)
  3. Using economics to synthesize and interpret data

Goals of the Course

  1. Understand that econometrics is a field rooted in economics. Econometrics is much more than statistics and much more than just hypothesis testing:
    1. Using economics to organize and interpret data and to motivate choices of estimators and testing procedures
    2. Using economics and data to address policy problems
      1. Different classes of policy problems pose different challenges
      2. “Causal parameters” vs. “structural parameters”: is there any useful distinction?
    3. Understand the consequences of how data are generated (sampling plans) and how to account for them
    4. Replicability and consilience are essential activities of economic science
    5. Alternative modes of inference: classical statistics and its limitations; Bayesian and likelihood alternatives; abduction.
  2. Tools
    1. Economic models to organize and interpret evidence
    2.  Comparison of estimation methods in the context of Generalized Roy Models and extensions:
      1. Structural methods
      2. IV
      3. Matching
      4. Control functions
      5. Longitudinal data and difference-in-differences
      6. Duration models

Class Requirements

There will be a written exam assigned on April 17 and due April 24. There will also be 5 problem sets that are due each week. They will be graded and count toward the final grade. The assignments will include analytical, free-response, and empirical questions. These questions will require the use of programming languages like Python, R, or MATLAB. Any programming language is accepted for the simulation exercises. If students have any questions on Problem Sets they should first ask the TA and only ask the professor if the TA is unable to help.

For the problem sets in Part A of the course, you may form groups of up to 3 people, maximum, with no exceptions. These study groups will be permanent for the rest of the course.

Please enter your group into this google sheet by Friday, March 24: 

link to form groups

Each week, please have (only) one of your group members upload their problem set to Canvas (no late submissions are accepted) before the deadline. Note that groups consisting of more than 3 members earn a mark of 0.

Rules for submission:
  • Include everyone’s names in the submitted document
  • Unless specified, the deadline for each assignment is by Monday at 11:59pm.
  • The documents containing the write-up (including but not limited to paragraph answers, equations, graphs, plots, diagrams, tables) must be in PDF format and you are strongly encouraged to use LaTeX to typeset your solutions. A collaborative platform like Overleaf would be useful
  • Please submit your code along with the write-up: both the source file(s) and the PDF version of the code if possible. Platforms like RMarkdown (for R), Jupyter (for Python and R) and MATLAB live scripts can be especially useful to include equations and text in Markdown cells alongside code blocks. The code should be well-formatted, with comments and well-labeled variable names as appropriate

Your grade for part A of the course will depend on the problem sets (50%) and the take home exam (50%). Bonus points will be awarded for participation during class.


Lecture Notes

Lecture notes for each week will be posted on the Canvas site in advance of each lecture on the website. The handouts distill and complement the readings.


2023 Syllabus

Recommended readings are indicated by (*). All other readings on this list and the supplement are background.

Topic 1. Learning from Data

  1. Overview and Plan of the Course
  2. Learning from Data
  3. Abducting Economics: How to Learn from Surprises, Heckman and Singer (2016)
  4. Friedman’s Approach to Empirical Economics
  5. (*)  Hypothesis Testing: Part I
  6. (*)  Econometric Approach to Causality, Heckman and Pinto, 2022
  7. Econometric Policy Analysis

Topic 2. Causality

A. Abduction

B. Replicability in Economics

Topic 3: Discrete Choice, Self-Selection and the Generalized Roy Model

Topic 4. Instrumental Variables

  1. Interpreting IV, Part 1
  2. Interpreting IV, More on Roy Model
  3. Interpreting IV, LATE
  4. RDD
  5. Interpreting IV: What Economic Questions Can LATE Answer?
  6. MTE as Generator of All Treatment Effects: IV and Policy Weights
  7. IV Weights and Yitzhaki’s Theorem
  8. Yitzhaki Derived the Weights Used by the Proponents of LATE but Without Citation: The Weights Have a Lot of Intuition
  9. Derivation of Other Weights
  10. Carneiro, Pedro, James J. Heckman, and Edward J. Vytlacil. (2011). “Estimating Marginal Returns to Education.” American Economic Review, 101(6):2754-81.
  11. Comparing IV with Structural Models: What Simple IV Can and Cannot Identify

Topic 5. General Principles Underlying All Econometric Estimators

Topic 6. Matching

Topic 7: Simultaneous Equations and Social Interactions

Topic 8: Longitudinal and Panel Data

Slides:

Supplemental Reading


Randomization

Topic 1. Causality

Topic 2. Learning from Data

Topic 3: Discrete Choice and Self-Selection

Topic 5. Instrumental Variables

Topic 6. Matching

Topic 7. General Principles Underlying All Econometric Estimators

Topic 8: Simultaneous Equations and Social Interactions

 

Topic 9: Longitudinal and Panel Data

Social Experiments

Causal Analysis and Structural Analysis

Discrete Choice

Supplemental Slides