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1. An Introduction to Dynamic Optimization -- Optimal ...

endowment, which is available in period 1, and x 2 be the endowment that remains in period 2. Following from the budget constraint, we can see that x 2 = x 1−p'z 1, with x 2≥0. In this problem x 2 defines the state that the decision maker faces at the start of period 2. The equation which describes the change in the x from period 1 to ...

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  Dynamics, Optimization, Endowment, Dynamic optimization

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