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lectures/ak2.md

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@@ -37,6 +37,7 @@ Their model of two-period lived overlapping generations is a useful starting poi
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* it is good laboratory for studying connections between government tax and subsidy programs and for policies for issuing and servicing government debt
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* some interesting experiments involving transitions from one steady state to another can be computed by hand
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* it is a good setting for illustrating a **shooting method** for solving a system of non-linear difference equations with initial and terminal condition
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```{note}
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Auerbach and Kotlikoff use computer code to calculate transition paths for their models with long-lived people.
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```
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To maximize profits a firm equates marginal products to rental rates:
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$$
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\begin{aligneded}
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\begin{aligned}
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W_t & = (1-\alpha) K_t^\alpha L_t^{-\alpha} \\
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r_t & = \alpha K_t^\alpha L_t^{1-\alpha}
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\end{aligneded}
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\end{aligned}
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$$ (eq:firmfonc)
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Output can be consumed either by old people or young people; or sold to young people who use it to augment the capital stock; or sold to the government for uses that do not generate utility for the people in the model (i.e., ``it is thrown into the ocean'').
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### Transitions
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<!--
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%<font color='red'>Zejin: I tried to edit the following part to describe the fiscal policy %experiment and the objects we are interested in computing. </font>
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-->
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We have computed a steady state in which the government policy sequences are each constant over time.
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