Financial markets, expectations and limitations for monetary policy Flashcards
Present discounted value
- the present value of expected, discounted payment flows in the future
- discount factor
- discount rate, e.g. the 1-year nominal interest rate
- the higher the interest rate, the lower the present value of a payment in the future
Formula to compute the PV
nominal and real uncertain payment flows
- PV depends positively on payment flows and negatively on the level of interest rates
Application: bonds
important for the interest rate of a bond: maturity, default risk (abstracted for simplicity)
arbitrage and the yield curve
- expectations hypothesis: investors only care about the expected return
- price for the n-year bond equals the PV of the expected price of a one-year bond purchased in period n-1
Interpretation of the empirical yield curve
- upward sloping yield curve: financial markets expect higher short-term interest rates
- downward sloping yield curve: financial markets expect lower short-term interest rates (indicator for recessions)
- but: long-term interest rates also include liquidity- and risk-premia
changes in these premia over time constrain what one can learn from the yield curve about interest-rate expectations
Application: the yield curve and monetary policy
forward guidance: influence the yield curve by guiding interest-rate expectations
quantitative easing as an unorthodox monetary policy option: zero lower bounds for short-term interest rate; reduce the interest of long-term bonds (given imperfect arbitrage)
quantitative easing in the IS-LM model
- “perfect trap”: liquidity trap, fiscal policy not effective in IS-LM model
- the role of quantitative easing as an unorthodox monetary policy option
Stock prices: fundamental value and speculative bubbles
- the fundamental value of Q of a stock is the PV of future dividend payments D
stock price:
- increases if expected dividends are higher
- decreases if interest rates are higher (today and in the future)
- decreases if the risk premium is higher
efficient-market hypothesis: stock prices cannot be predicted systematically (random walk)
- rational speculative bubbles: based on expectations of price increases
- possible that things (possibly without much fundamental value such as tulip bulbs) realize big capital gains through price increases
Application: expansionary monetary policy and stock prices
stock prices increase if monetary policy not anticipated
stock prices unchanged if monetary policy anticipated