The liquidity trap
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The liquidity trap. Consider the following model. The dynamics of inflation are given by the continuous-time version of
λ > 0. The IS curve takes the traditional form,
The central bank sets the interest rate according to (6.26), but subject to the constraint that the nominal interest rate cannot be negative: i(t) = max[0,π(t) +
For simplicity, normalize
for all t.
(a) Sketch the aggregate demand curve for this model—that is, the set of points in (y,π) space that satisfy the IS equation and the rule above for the interest rate
(b) Let
denote the point on the aggregate demand curve where
Sketch the paths of y and π over time if

10 years ago
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