15  International Macroeconomics: Summary

\[ 1=c\cdot (1-t)+IN(i^*-e_g^e-\pi^e)+\frac{G}{Y}+EX\left(\frac{e\cdot P}{P^*}\right)\cdot \frac{Y^p}{Y}-IM\left(\frac{e\cdot P}{P^*},\theta\right) \]

\[ \frac{M}{P}=L(i^*-e_g^e)\cdot Y \]

\[ 1=c\cdot (1-t)+IN(i^*-\pi^*)+\frac{G}{Y^p}+EX(\epsilon)-IM(\epsilon,\theta) \]

\[ \frac{M}{P}=L(i^*-\pi^*+M_g-Y_g^p)\cdot Y^p \]

\[ \frac{M}{P}=L(i^*)\cdot Y^p. \]