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This lecture studies effects of foreseen fiscal and technology shocks on competitive equilibrium prices and quantities in a nonstochastic version of a Cass-Koopmans growth model with features described in this QuantEcon lecture {doc}`cass_koopmans_2`.
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This model is discussed in more detail in chapter 11 of {cite}`Ljungqvist2012`.
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We use the model as a laboratory to experiment with numerical techniques for approximating equilibria and to display the structure of dynamic models in which decision makers have perfect foresight about future government decisions.
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Following a classic paper by Robert E. Hall {cite}`hall1971dynamic`, we augment a nonstochastic version of the Cass-Koopmans optimal growth model with a government that purchases a stream of goods and that finances its purchases with an sequences of several distorting flat-rate taxes.
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- The first is a shooting algorithm like the one that we deployed in {doc}`cass_koopmans_2`.
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- The second method is a root-finding algorithm that minimizes residuals from the first-order conditions of a consumer and a representative firm.
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- The second method is a root-finding algorithm that minimizes residuals from the first-order conditions of the consumer and representative firm.
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After studying the behavior of the closed one-country model, we study a two-country version of the model that is closely related to {cite:t}`mendoza1998international`.
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