chapter 14: learning objectives basics of stock markets explaining stock price behaviour:...
TRANSCRIPT
Chapter 14:Learning Objectives
Basics of Stock MarketsExplaining Stock Price Behaviour:
Efficient Markets & Fundamentalists Stock Market VolatilityThe Home-bias in Stock Purchases International Stock Price Linkages
Some Institutional BackgroundSome Institutional Background
Stocks are traded in marketsOTC (over the counter)Exchanges (TSE, CDNX)
Stock performance is measured via indexesTSE300, DJIA, S&P 500
6000
6200
6400
6600
6800
7000
7200
7400
99:01 99:03 99:05 99:07 99:09
TS
E3
00
In
de
x
High-Low and Close in Stock Price Movements
High
Close
Low
Theories of Stock Price DeterminationTheories of Stock Price Determination
Efficient Markets hypothesisweak formsemi-strong formstrong form
Efficient Markets Hypothesis:Weak formEfficient Markets Hypothesis:Weak form
Investors have an “information” set on which “expectations” of future stock prices are formed
E(St+1| St, St-1,…)=St
If the past history of stock prices is known then
E(St+1) = St so that St+1=St+Ut giving rise to the randomwalk of stock prices
The Random Walk of Stock PricesThe Random Walk of Stock Prices
0
1000
2000
3000
4000
5000
6000
7000
8000
1980 1985 1990 1995
TS
E300 (1
975=100)
Year
The Random Walk of Stock PricesThe Random Walk of Stock Prices
-.3
-.2
-.1
.0
.1
.2
1980 1985 1990 1995
Year
Rate
of c
hange in
the T
SE300
Efficient Markets Hypothesis (cont’d) Efficient Markets Hypothesis (cont’d)
Semi-strong form expands the Information set to include other fundamental macroeconomic variables such as interest rates, inflation, money growth,….)
The strong form would incorporate private or insider information. This would most severely limit the profitable opportunities from changes in stock price behaviour
TSE 300 and the Treasury bill Rate, 1976-2002 TSE 300 and the Treasury bill Rate, 1976-2002
0
2000
4000
6000
8000
0 5 10 15 20 25
Treasury bill rate (%)
TS
E 3
00 index (
1975=
100)
Interest Rates and Stock PricesInterest Rates and Stock Prices
Stock Price
RR
LF
LF 2
LF0
LF1 LFs
R S
A Different but Compatible View:The Fundamentalist ApproachA Different but Compatible View:The Fundamentalist Approach
Stock prices should reflect expectations about the flow of future dividends
Assume that dividends reflect profits of the firm Assume a constant opportunity cost of holding
money Assume a constant growth rate of dividends Assume that dividends paid out forever
The Mathematics of the Fundamentalist ApproachThe Mathematics of the Fundamentalist Approach
S = [d1/(1+R)] + [d2/(1+R)2] +…..
dn= d1(1+g)n-1
S= d1/(R-g)
Anomalies and Other features of stock price behaviour
Anomalies and Other features of stock price behaviour
Volatility and its MeasurementFigure 14.4
Price-Earnings Ratio January & other calendar effectsBubbles (South Sea, Mississippi,
Tulipmania) International Linkages
What Causes “Noise” in Stock MarketsWhat Causes “Noise” in Stock Markets
Case 1: Market dominatedby Informed Traders
Case 2: Market dominated byUninformed traders
LOW VOLATILITY
HIGH VOLATILITY
InformedTraders
Inf.Traders
NoisyTraders
Noisy Traders
Stock Market VolumeStock Market Volume
0
1000
2000
3000
4000
5000
6000
1976 1980 1984 1988 1992 1996 2000
Vol
ume
of s
hare
s (m
illio
ns)
International Stock Price BehaviourInternational Stock Price Behaviour
0
40
80
120
160
200
240
1970 1975 1980 1985 1990 1995
CANADA GERMANY JAPAN USA UK
Indust
rial S
tock
Index
(1995=100)
The “Crash” of 1987: An Illustration of the Fundamentalist Approachfrom Financial Focus 14.2
The “Crash” of 1987: An Illustration of the Fundamentalist Approachfrom Financial Focus 14.2
April 1987 September 1987
T-bill=8.08% T-bill=9.35%
TSE300=3902.37 TSE300=2978.323.7%
Dividend=$10.00 g=4%Before S=10/ (8.08-4)=$245.10 After S=10/ (9.35-4)=$186.92
S=23.7%
SummarySummary
Stock market behaviour is governed by the efficient markets hypothesis which comes in the weak, semi-strong and strong forms
The Fundamentalist approach explains the determination of stock prices according to the flow of dividends generated by a stock
Stock price behaviour is also subject to a number of anomalies and there are a number of other interesting aspects about stock prices