Effect on money supply, international reserves, and exchangerate
Sterilized foreign exchange intervention
Effect on money supply and exchange rate
Fixed exchange rate regime
Value of currency pegged to another currency
Floating exchange rate regime
Value of currency allowed to fluctuate
Managed float regime
Attempt to influence exchange rates by buying and selling currencies
Gold standard
Fixed exchange rates, no control over monetary policy, influenced by gold production
Bretton Woods System
Fixed exchange rates using U.S. dollar as reserve currency, role of IMF and World Bank
How the Bretton Woods System worked
Exchange rate adjustments, IMF loans, devaluation, lack of tools for surplus countries, U.S. unable to devalue
How a fixed exchange rate regime works
Central bank actions when domestic currency is overvalued or undervalued
Intervention in the foreign exchange market under a fixed exchange rate regime
Central bank actions to maintain the fixed exchange rate
Policy trilemma
Relationship between capital controls, monetary policy, and exchange rate regime
Monetary approach to the balance of payments
Views the balance of payments as a monetary phenomenon
Demand for money
Factors that determine the demand for nominal money balances
Supply of money
Factors that determine the money supply
Equilibrium in the money market
Conditions for equilibrium, effects of changes in money demand and supply
Monetary approach to the balance of payments and exchange rates
Under flexible exchange rates, balance of payments disequilibria are immediately corrected by automatic changes in exchange rates without international flow of money or reserves. Nation retains dominant control over its money supply and monetary policy. Adjustment occurs as result of the change in domestic prices accompanying the change in exchangerate.
Monetary approach to the balance of payments and exchange rates
Under fixed exchange rates, balance of payments disequilibrium results from an international flow of money or reserves
Monetary approach to the balance of payments and exchange rates
Under flexible exchange rate systems, a balance of payments disequilibrium is immediately corrected by an automatic change in exchange rates and without international flow of money or reserves
Monetary approach to the balance of payments and exchange rates
A currency depreciation results from excessive money growth in the nation over time. A currency appreciation results from inadequate money growth in the nation. A country facing greater inflationarypressure compared to others, will find its currency depreciating.
Portfolio balance model and exchange rates
The exchange rate is determined not only by the relative growth of money supply and money demand but also by inflation expectations and expected changes. As long as domestic and foreign bonds are assumed to be perfect substitutes, (i-i*) = EA, where EA is the expectedappreciation of the foreign currency.
Portfolio balance model and exchange rates
The portfolio approach assumes domestic and foreign bonds are imperfect substitutes. The exchange rate is determined in the process of equilibrating or balancing the stock or total demand and supply of financial assets (of which money is only one) in each country.
Portfolio balance model and exchange rates
If investors demand more of a foreign asset, either because of higher relativeforeign interest rates or increased wealth, demand for foreign currency will increase, depreciating domestic currency. If investors sell foreign assets, either because of lower relative foreign interest rates or decreased wealth, supply of foreign currency will increase, appreciating domestic currency.
Portfolio balance model and exchange rates
Domestic and foreign bonds are assumed to be imperfect substitutes; domestic investors require a higherreturn to compensate for the risk of holding foreign bonds. The exchange rate is determined in the process of reaching equilibrium in each financial market.
Extended portfolio balance model
(i-i*) =EA - RP, where RP is the riskpremium on holding the foreign bond.
Extended demand functions
M = f(i, i*, EA, RP, Y, P, W) (money demand)
D = f(i, i*, EA, RP, Y, P, W) (domesticbond demand)
F = f(i, i*, EA, RP, Y, P, W) (foreign bond demand)
where Y is income, P is the pricelevel, and W is wealth.
Exchange rate dynamics
Exchange rate overshooting: Stockadjustments in financial assets are usually much larger and quicker to occur than adjustments in trade flows. Most of the burden of adjustments in exchange rates comes from financial markets in shortrun. Thus, exchange rate must overshoot or bypass its long run equilibrium level for equilibrium to be quickly reestablished in financial markets.
Models of exchange rates have not been very successful at predicting future exchange rates. Reasons: Exchange rates are highly influenced by new information. Expectations in exchange rate markets tend to be self-fulfilling (at least in the short-run). This may lead to speculative bubbles, generate movements in the market contrary to what is expected by theory.
The Euro/Dollar Exchange Rate since the Introduction of the Euro has defied forecasts.