Mainstream Macro
Cohort size and asset prices (10/2001)
In the data, price-earnings ratio are closely related to the fraction
of young households in the population. Geneakoplos, Magill and Quinzii
(2001) ask whether this is consistent with rational expectations in
spite of the fact that it implies substantial predictability of stock
returns. Their model is a 3 period olg endowment economy. They find that
the model is consistent with the data.
It would be interesting to ask whether this finding survives in a
world with capital accumulation and shorter period lengths. When old
agents realize that young cohorts are getting smaller, they should
decumulate capital (stock buybacks; higher dividends), which might
substantially weaken stock market predictability. Does it matter that a
small fraction of households hold nearly all financial wealth?
Does income inequality lead to consumption inequality? (10/2001)
Krueger and Perri (2001) point out a striking observation: since the
1980s income inequality has increased a lot, but consumption inequality
has not. They propose an explanation along the lines of Kehoe and
Levine: more income risk losens the IR constraints in credit markets,
borrowing constraints are relaxed, and consumption inequality remains
low relative to income inequality.
It would be interesting to look at the data more closely. What
happens to the retired who should not be affected by changing income
inequality? What happens to the wealth rich for whom borrowing
constraints should not bind? To what extent did consumption inequality
change within groups (education/age classes, for example)? Could one
figure out from panel data how households finance consumption in low
income states? How did that change since 1980?
It would also be interesting to think of alternative explanations or
extensions of the theory. An OLG model should generate implications for
consumption inequality of young versus old households. Are these
consistent with data?
The Welfare Costs of Public Debt (10/2000)
As far as I can see, little is known about the welfare costs of
public debt. Is it very costly to deviate from the optimal debt level?
(Aiyagari and McGrattan look at that question in their JME paper). This
seems like a question of first-order importance that could be answered
with fairly standard tools. Of course, I might simply not be aware of
existing results (if so, please send me references).
A paper related to the question is Bullard and Russel's working paper
on the welfare cost of inflation. They find large welfare costs of
inflation, but the same would seem to hold for other policies involving
changes in public debt.
Fiscal Policies in an Open Economy (4/2000)
Mendoza (1998 AER) studies fiscal policies in an open economy. The approach is
straightforward: Write down a standard growth model and compute the solution.
What happens to these results if there is human capital and the economy is populated by
overlapping generations instead of infinitely lived dynasties?
Welfare costs of business cycles (6/99)
Theory suggests that people should not care about recessions -- the welfare costs are
tiny. Some observations suggest that this is not true empirically. For example, elections
are sometimes lost because of recent recessions.
How can we get people to care enough? What are our models missing?
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