**This is the course website for ECON 839, Fall 2016. It will be updated for the next iteration of this course.**

- Instructor: Chris Muris
- Office: WMC 3639

Your grade will be determined by:

- (Class presentations of) your solutions to occasional problem sets (40%)
- Midterm (30%)
- Final (30%)

Date | Event |
---|---|

Oct 6 | No lecture |

Oct 18 | Midterm |

Nov 29 | No lecture |

Dec 6 | Final |

The problem sets are an important part of your grade.

- Problem sets are assigned irregularly
- After you hand in your written solutions, I randomly select one question to be graded.
- At every deadline, I randomly select two students to present their solutions in class.
- If you collaborate or use other sources for your answers, cite those sources and students. If not, I consider it as plagiarism.

For issues such as handing things in late, and on how to deal with illness on midterm/exam day, please see my BUEC 333 syllabus

**Readings and slides will be updated as we go.**

Readings are from “Econometric Analysis of Cross Section and Panel Data” by Jeffrey W. Wooldridge (second edition). I will abbreviate it by “W”, so that “W2” stands for Chapter 2 in Wooldridge’s book. “W3.1-3.5.1” means “Sections 3.1 up to and including 3.5.1 from Wooldridge”. Note: you should have access to Wooldridge’s book through the SFU library.

Additional readings will be assigned, and things discussed in class are part of the “required readings”.

The course consists of several blocks, described below. For each block, I estimate the period it will take us to cover it, and indicate required and suggested readings. This information will be updated as we go along, and it is your responsibility to check back frequently.

The material that I assume that you are familiar with before coming into this course:

- W1 (Intro)
- W2 (Conditional expectations)
- W3 (Basic asymptotic theory)
- W4 (OLS)
- W5 (IV)

We study several binary choice models, and review and update our understanding of asymptotic theory along the way. slides, pdf, code for maximum score simulations.

Topics:

- logit and probit models
- semiparametric binary choice model
- consistency of M-estimators

Required readings

- Check that you know the content of W1-W5.
- Lecture notes
- W15.1-15.4, 15.6

- Thorough reading of Newey and McFadden (1994)
- Sections 1-2.6

Suggested reading:

- for Wooldridge’s notation and CMLE:
- W12.1-12.3
- W13.1-13.5
- W14.1-14.4

We study classic latent variables models of ordered and unordered choice. Then, we look at several structural models. slides, pdf.

Topics

- Ordered choice models
- Unordered choice models
- structural models
- the Roy model
- marriage market model (if there is interest, using Choo and Siow / Galichon and Salanie)
- network models for binary outcomes (if there is interest, using Manski / Brock and Durlauf)

Required readings:

- Latent variables, Wooldridge
- W16.1-16.2.2
- W16.3-16.3.2
- W19.1, 19.3, 19.4, 19.8
- Section 1 of James Heckman’s notes. Skip 1.3.

- Roy model: French and Taber (2011), through page 16, focus on Section 3 (working paper version)

Suggested reading

- Roy model:
- Remainder of French and Taber (2011), or Chris Taber’s slides
- Heckman and Honore

- Marriage market model
- Peer effects with binary choice

slides, pdf. A script for NW, LL, and CV

Topics:

- kernel estimation
- local polynomial estimation
- sieve estimation

Required readings:

- Li and Racine (2007), “Nonparametric Econometrics: Theory and Practice”
- Sections 1.1-1.6, 1.9-1.10
- Sections 2.1-2.5

Suggested material:

- Bruce Hansen’s lecture notes
- Chapter 10: up to and including 10.4
- Chapter 11: all, except 11.8 and 11.9
- Chapter 12: 12.1 only

- Hansen (2014), “A Unified Asymptotic Distribution Theory for Parametric and Non-Parametric Least Squares”
- Chen (2007), “Large Sample Sieve Estimation of Semi-Nonparametric Models”, Chapter 76 of the Handbook of Econometrics

Topics:

- two-step M-estimators
- consistency
- asymptotic normality
- nonparametric nuisance parameter

- bootstrap

Required material:

- For consistency and asymptotic normality of two-step M-estimators, study Newey and McFadden
- 3.1-3.3
- 6
- read 8.1

- Wooldridge, relevant parts of Chapter 12 (in particular 12.4)
- Bootstrap: lecture notes

Suggested material:

- Two-step:
- Newey (1994), Econometrica, “The asymptotic variance of semiparametric M-estimators”
- Li and Racine, Chapters 7 and 8

- Bootstrap: Horowitz, 2001, Handbook of Econometrics, Chapter 52, “The Bootstrap”

We talk about experiments, methods that work under unconfoundedness (inverse propensity score methods, regression adjustment methods), IV methods, and regression discontinuity design.

- Required readings:
- Lecture notes
- Imbens and Wooldridge (2009), “Recent Developments in the Econometrics of program Evaluation.” Journal of Economic Literature 47.1 (2009): 5-86. I am referring to the working paper version below.
- Skip:
- 3.3 and 3.4
- 4.2
- 5.2, 5.6, 5.7, 5.8, 5.12
- read - don’t study - 5.11
- 6.1, 6.2, 6.3.2, 6.5.2, 6.5.3, 6.5.5
- 7

- Suggested readings:
- Wooldridge, Ch. 21
- Blundell and Costa-Diaz (2009), “Alternative Approaches to Evaluation in Empirical Microeconomics” here
- Notes, RDD: NBER lectures by Imbens/Wooldridge
- Notes, unconfoundedness: same lectures
- Arellano’s slides

We talk about the importance of unobserved heterogeneity and how it can be accommodated in econometric models for repeated measurements. We will start from the fixed effects linear model, and also consider the dynamic model, nonlinear static models with fixed-\(T\), and recent advances.

- Required readings:
- Lecture notes
- W10
- W11.1.2, W11.6
- W13.9
- Sections 1 through 5 of Arellano and Honore (2001), “Panel Data Models: Some Recent Developments,” which is Chapter 53 from the Handbook of Econometrics, Vol. 5

- Suggested readings:
- Bai, “Panel data models with interactive fixed effects.” Econometrica 77.4 (2009): 1229-1279.
- Bonhomme and Manresa. “Grouped patterns of heterogeneity in panel data.” Econometrica 83.3 (2015): 1147-1184.
- Graham and Powell (2012), “Identification and Estimation of Average Partial Effects in ‘Irregular’ Correlated Random Coefficient Panel Data Models.” Econometrica 80 (5): 2105-52.
- Chernozhukov, Fernandez-Val, Hahn, and Newey (2013) “Average and Quantile Effects in Nonseparable Panel Models.” Econometrica 81 (2): 535-80.