FABRIZIO PERRI

 

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University of Minnesota
ECON 8107, Macroeconomic Theory
Fall 2009, Mini 2

 

 

Basic info

Instructor: Fabrizio Perri, fperri@umn.edu, 612 625-7504 (U) 612  204-5526 (Fed), Office: Hanson, 4-177, OH: after class and by appt.

Lectures:  T,Th, 14.30-15.45, csom 1.143

TA: Tayyar Buyukbasaran, tayyarbuyuk@yahoo.com; 612-625 3922, Office Hanson 3-159, OH  M. 1.30-3.20pm

Recitations:  T, 4.45-6.00pm, Blegen 245

Requirements: Homeworks (30%), Midterm (30%), Final (30%), Class participation (10%)
The midterm will be during recitation time on Tuesday November 17.
The final will be during class time on Tuesday December 15. Final is cumulative

Topics: The foundations of the representative agent model. Asset pricing. Distributional dynamics with complete markets. A quasi representative agent

           Departing from the representative agent

                 Income fluctuations problem. Economies with incomplete markets without and with aggregate uncertainty. Transitions. Distributions as state variables.

Material: Will be indicated or posted here after or before each lecture

 

Lectures

Lecture 1. A 30 minutes history of macro from the great depressionr to the current crisis. Deriving the representative agent result in static and dynamic economies. On the state of macro. Lecture Note 1

Lecture 2. Asset pricing with representative agent. Sargent, Dynamic macroeconomic theory, Chapter 3. Financial Markets and the Real Economy. Lecture note 2

Lecture 3. Distributional dynamics with complete markets. Lecture note 3. Caselli and Ventura, Chatterjee

Lecture 4. Complete markets with heterogeneous preferences or skills. Maliar and Maliar. Lecture note 4

Lecture 5. Income Fluctuations Problems I. Lecture note 5

Material up to this point will be included in the midterm

Lecture 6. Income Fluctuations Problems II. Lecture note 6

Lecture 7. Income fluctuations in general equilibrium, I, Exponential utility, Wang

Llecture 8. Income fluctuations in general equilibrium II, Aiyagari, Lecture note 7

Lecture 9. Transitions and aggregate uncertainty. Lecture note 8

 

Problem sets

Problem set 1. Due Thursday, Nov. 5, in class

Problem set 2. Due Tuesday, Nov. 17, in class

Problem set 3. Due Thursday, Dec. 3, in class

Problem set 4. Due Tuesday Dec 15, in class