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Nolan H. Miller

 

Associate Professor of Public Policy

John F. Kennedy School of Government

Harvard University, Cambridge, MA 02138.

 

 

Using the Notes

 

Download the Notes

 

The notes are still in a preliminary stage.  As such, they most likely contain typographical errors and confusing passages.  I ask that students keep this in mind if they choose to use these notes.  I welcome comments from students regarding errors in the notes or places where they can be made clearer.

 

The August 2006 version of the notes updates the 2003 version by correcting a number of known typos and integrating the new material that was posted under "additional material" on the 2003 version's download page.  Click here to go to the 2003 version.

 

Files for individual chapters (August 2006 Version)

Table of Contents and Chapter 1: The Economic Approach

Chapter 2: Consumer Theory Basics

Chapter 3: The Traditional Approach To Consumer Theory

Chapter 4: Topics in Consumer Theory

Chapter 5: Producer Theory

Chapter 6: Choice Under Uncertainty

Chapter 7: Competitive Markets and Partial Equilibrium Analysis

Chapter 8: Externalities and Public Goods

Chapter 9: Monopoly

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Multi-chapter files

The First Half: Chapters 1 - 4

The Second Half: Chapters 5 - 9

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Please Help Me:  The notes are publicly available for anyone to download.  However, I am curious to know where and how the notes are being used.  The form is optional, and you can skip any items you don't want to answer (including name and email address).  Information provided will only be used (anonymously) to convince people that this project is worthwhile.  Click here to send me an email (please include your name, country, city, university, department or program, and the course you are using the notes for, as well as any comments you might have).  There is also ample room for improvement in the notes.  If you have comments or find typos, please email me.

Click here to fill out a brief feedback form.

 

Other Handouts

You, the Kuhn-Tucker Conditions, and You: An intuitive guide to when to use the Kuhn-Tucker conditions and what they do.

 

 

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