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22:31 Lecture 01 22:31 Lecture 01 Introduction Introduction Fin 501: Asset Pricing Fin 501: Asset Pricing Slide 1 Slide 1 - - 1 1 Lecture 01: Introduction Lecture 01: Introduction Prof. Markus K. Brunnermeier

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22:31 Lecture 0122:31 Lecture 01 IntroductionIntroduction

Fin 501: Asset PricingFin 501: Asset Pricing

Slide 1Slide 1--11

Lecture 01: IntroductionLecture 01: Introduction

• Prof. Markus K. Brunnermeier

STYLIZED FACTS ON SECURITY RETURNSadopted from Heinz Zimmermann, Elmar Mertens

2

AGENDA

We will look at how security returns behave . . .

. . . across asset classes

. . . compared with their "risk"

. . . once they are grouped into baskets

. . . in relation to the macroeconomy

. . . depending on firm characteristics

. . . with regard to prior performance

. . . when there is new information

. . . and what investment managers get out of them

3

AGENDA

We will look at how security returns behave . . .

. . . across asset classes

. . . compared with their "risk"

. . . once they are grouped into baskets

. . . in relation to the macroeconomy

. . . depending on firm characteristics

. . . with regard to prior performance

. . . when there is new information

. . . and what investment managers get out of them

4

AVERAGE RETURNS ON FINANCIAL AND PHYSICAL ASSETSPercent p.a. in U$, average over the 1980s

Source: Malkiel (1996), p. 383

Zero returnin real terms

Historical returns on various asset classes differ considerably

5

TODAY‘S VALUE OF 1$ INVESTED IN 1972Including reinvestment of interests and dividends

$0

$5

$10

$15

$20

$25

1972 1976 1980 1984 1988 1992 1996

S&P 500 (w/Dividends) US Government Bonds (long term) US Government Bonds (1 year)Source: Mertens, Data from Ibbotson Associates

Exponentialgrowth of stock

prices

1y-Bonds earnedless, but grewvery smoothly

Stockaccountdipping

below $1

The long-term gains from the stock market have been astounding

6

TYPICAL RETURNS ON U.S. STOCKS AND BONDSPercent p.a.

Source: Elton and Gruber (1995), p. 20

Do you see a linkbetween average

return and variability?

The variability in returns differs, too

7

AGENDA

We will look at how security returns behave . . .

. . . across asset classes

. . . compared with their "risk"

. . . once they are grouped into baskets

. . . in relation to the macroeconomy

. . . depending on firm characteristics

. . . with regard to prior performance

. . . when there is new information

. . . and what investment managers get out of them

8

RISK AND RETURN OF INTERNATIONAL ASSET CLASSESPercent per month

0.00%

0.20%

0.40%

0.60%

0.80%

1.00%

1.20%

1.40%

1.60%

0.00% 2.00% 4.00% 6.00% 8.00% 10.00% 12.00%

Stocks Bonds Money

Source: Mertens, Data from Investment Consulting Group

Average

Standard Deviation

The relation between average return and dispersion is not straightforward

9

RISK AND RETURN OF SOME U.S. STOCK PORTFOLIOSPercent per month

Source: Mertens, Data from Fama and French (1992)

0.6%

0.8%

1.0%

1.2%

1.4%

1.6%

1.8%

4.0% 4.5% 5.0% 5.5% 6.0% 6.5% 7.0% 7.5% 8.0%

Average

Standard Deviation

BACKUP

Could a negativerelationship make

any sense?

For a single asset class, like stocks, there is almost no relationship

10

AGENDA

We will look at how security returns behave . . .

. . . across asset classes

. . . compared with their "risk"

. . . once they are grouped into baskets

. . . in relation to the macroeconomy

. . . depending on firm characteristics

. . . with regard to prior performance

. . . when there is new information

. . . and what investment managers get out of them

11

ADDING STOCKS IN ALPHABETIC ORDER TO A PORTFOLIOVolatility of portfolio returns (dispersion around mean) in percent p.a.

15%

17%

19%

21%

23%

25%

27%

ABB

+ Alus

uisse

+ Balo

ise+ C

iba

+ Clar

iant

CS Hold

ing+ E

ms

+ Hold

erban

k

+ Nes

tlé

+ Nov

artis I

+ Nov

artis N

+ Swiss

Life

+ Roc

he

+ SAir

Group

+ Swiss

Re+ S

GS

+ SMH N

+ SMH I

+ Sulz

er+ U

BS

+ Zuri

ch Al

lied

Relationshipnot monotone

Source: Zimmermann

Even a naïve mix of just a few stocks reduces risk considerably

12

COMOVEMENT OF STOCKS WITH MARKETReturns in percent per month

-40%

-30%

-20%

-10%

0%

10%

20%

30%

40%

-20% -10% 0% 10% 20%

SGS vs Market (x-axis)

-50%

-40%

-30%

-20%

-10%

0%

10%

20%

30%

40%

50%

-20% -10% 0% 10% 20%

Credit Suisse vs Market (x-axis)

Correlation:0.3

Correlation:0.8

Source: Mertens

Some stocks move more, other less closely with the market

13

AGENDA

We will look at how security returns behave . . .

. . . across asset classes

. . . compared with their "risk"

. . . once they are grouped into baskets

. . . in relation to the macroeconomy

. . . depending on firm characteristics

. . . with regard to prior performance

. . . when there is new information

. . . and what investment managers get out of them

14

RECESSIONS AND THE U.S. STOCK MARKET SINCE 1926Indexed S&P 500 (with dividends), logarithmic scale

Most recessionsaccompanied by falls

in stock market.Which causation?

Source: Mertens, Data from NBER and Ibbotson Associates

There is a well established link between business cycles and stockmarket returns

15

U.S. STOCK MARKET AND THE MACROECONOMYPatterns of yearly returns / changes (different scales)

Annual returnon S&P 500

Yearly averageof 1-monthT-Bill rates

BACKUP

Change inannual GDP

Source: Mertens, Data from Investment Consulting Group

The relation between stock market, GDP and short rates is notstraightforward

16

AGENDA

We will look at how security returns behave . . .

. . . across asset classes

. . . compared with their "risk"

. . . once they are grouped into baskets

. . . in relation to the macroeconomy

. . . depending on firm characteristics

. . . with regard to prior performance

. . . when there is new information

. . . and what investment managers get out of them

17

TYPICAL FIRM CHARACTERISTICS

• Size

• Industry affiliation

• Accounting Ratios:

– Price-Earnings

– Book-to-Market

– Price-to-Cash-Flow

– Leverage ratio

– . . .

• Location of Headquarters and the place of major share listing

• Type of securities issued (stock, preferred, bonds, derivatives)

• Type of activities: conglomerate, start-up etc.

• . . .

Accounting Ratios aresupposed to conveygrowth expectations.Note: Most ratios are

scaled prices

Source: Mertens

18

RETURNS AND FIRM SIZEMillion U$, value of $10,000 invested from 1952-1994

Source: O‘Shaugnessy, „What works on Wall Street“, 1996, Figure 2-4

All Stocks

Sorted by Market Capitalization

Small firms have higher returns, but the most extraordinary results applyonly to „micro-caps“

20

AVERAGE RETURNS ON U.S. STOCKS DEPENDING ON SIZE AND B/MPercent per month

Source: Mertens, Data from Fama and French (1992)

tinysmall

midlarge

x-large

Low

Mid

High

0.0%

0.2%

0.4%

0.6%

0.8%

1.0%

1.2%

1.4%

1.6%

1.8%

Firm Size

Book-to-Market

High B/M issimilar to low P/E,it means „value“.The opposite is

„growth“

BACKUP

Small „value“ companies have higher returns

21

PORTFOLIO OF BUYING „VALUE“ AND SELLING „GROWTH“ ´68-´90Percent p.a., U.S. Stocks BACKUP

Source: Lakonishok, Shleifer and Vishny (1994)

R: RecessionD: Down Market

A crash- andrecession-proof

strategy?

For a long time, the performance of buying „value“ companies seemedvery persistent

22

PORTFOLIO OF BUYING „VALUE“ AND SELLING „GROWTH“ ´90sPercent p.a., STOXX Euro Style Indices BACKUP

Source: Mertens, Data from STOXX

-50%

-40%

-30%

-20%

-10%

0%

10%

20%

30%

40%

1998 1999 2000 2001

Many „value“investors got

burned. Do youknow some oftheir names?

Recently, the tide has turned against „value“ investors

23

AGENDA

We will look at how security returns behave . . .

. . . across asset classes

. . . compared with their "risk"

. . . once they are grouped into baskets

. . . in relation to the macroeconomy

. . . depending on firm characteristics

. . . with regard to prior performance

. . . when there is new information

. . . and what investment managers get out of them

24

RETURNS TO PREVIOUS 5-YEAR‘S WINNER/LOSER STOCKS (U.S.)Market adjusted returns

Source: DeBondt and Thaler (1985) reproduced in Thaler (1993)

In the long-term, returns of extreme winner/loser tend to reverse

25

RETURN TO BUYING SHORT-RUN WINNER AND SELLING LOSERMarket adjusted return, international sample of stocks

Confidenceinterval (95%)

Source: Rouwenhorst (1998)

Short-run continuations seem to be persistent, too

37

LIST OF REFERENCES 1/2

Ball/ Brown (1968). „An Empirical Evaluation of Accounting Income Numbers“, Journal ofAccounting Research, pp. 159 - 178Bernard (1993). „Stock Price Reaction to Earnings Announcements“ in Thaler (1985),Advances in Behavioral Finance, Russel Sage Foundation, New York, chapter 11Carhart (1997). „On Persistence in Mutual Fund Performance“, Journal of Finance 52,pp. 57-82DeBondt/ Thaler (1985). „Does the Stock Market Overreact?“, Journal of Finance 40:3,pp. 793-807Elton/ Gruber (1995). Modern portfolio theory and investment analysis, Wiley, New YorkFama/ Fischer/ Jensen/ Roll (1969). „The Adjustment of Stock Prices to New Information“,International Economic Review 10, pp. 1-21Fama/ French (1992). "The cross-section of expected stock returns", Journal of Finance 47,pp. 427-465Jensen (1968). „The Performanceof Mutual Funds in the Period 1945-1964“, Journal ofFinance 23, pp. 389-416Lakonishok/ Shleifer/ Vishny (1994). "Contrarian Investment, Extrapolation, and Risk,"Journal of Finance 49:5, pp. 1541-1578

38

LIST OF REFERENCES 2/2

bLowenstein (1995). Buffet - The Making of an American Capitalist, Random HouseMacKinlay (1997). „Event Studies in Economics and Finance“, Journal of Economic Literature35, pp. 13-39bMalkiel (1996). A Random Walk Down Wall Street, Norton, New YorkbO‘Shaugnessy (1996). What works on Wall Street, McGraw-Hill, New YorkRouwenhorst (1998). „International Momentum Strategies“, Journal of Finance 53:1,pp. 267-284Thaler (1993). Advances in Behavioral Finance, Russel Sage Foundation, New YorkWomack (1996). „Do Brokerage Analyst Recommendations Have Investment Value?“,Journal of Finance 51, pp. 137-167

b : „bed-time“ reading (and still useful in daylight)

22:31 Lecture 0122:31 Lecture 01 IntroductionIntroduction

Fin 501: Asset PricingFin 501: Asset Pricing

Slide 1Slide 1--22

Economic Role of Financial MarketsEconomic Role of Financial Markets

• Assets allow transfer of cash flow streams– over time

(saving/lending, borrowing)– over states of the world

(insuring, hedging, …)• Value/price cash flow streams/assets

22:31 Lecture 0122:31 Lecture 01 IntroductionIntroduction

Fin 501: Asset PricingFin 501: Asset Pricing

Slide 1Slide 1--33

Transfer over timeTransfer over time• Borrow and save

to achieve smooth consumption stream over time

• personal loans, bank loans money market bonds, pensions (non-contingent instruments)

c

y

t

22:31 Lecture 0122:31 Lecture 01 IntroductionIntroduction

Fin 501: Asset PricingFin 501: Asset Pricing

Slide 1Slide 1--44

Transfer over statesTransfer over states

• Insure or hedge to reduce riskto achieve smooth consumption across states

s1

s2

0…

sS

22:31 Lecture 0122:31 Lecture 01 IntroductionIntroduction

Fin 501: Asset PricingFin 501: Asset Pricing

Slide 1Slide 1--55

Desynchronize over states (Desynchronize over states (ctdctd.).)

• Contingent commodities– Umbrella if it rains at 3:00 p.m. – Umbrella if sun shines at 3:00 p.m. Goods are defined by date and state

• Contingent securities– Dollar payoff if it rains at 3:00 p.m. – Dollar payoff if sun shines at 3:00 p.m.

e.g. stocks, derivatives

22:31 Lecture 0122:31 Lecture 01 IntroductionIntroduction

Fin 501: Asset PricingFin 501: Asset Pricing

Slide 1Slide 1--66

Pricing: Two Fundamental Approaches

• Equilibrium approach:« Absolute Asset Pricing »from first principles starting with hypotheses on the structure of the economy and the behavior of economic agents.

• Arbitrage approach:« Relative Asset Pricing »« piggybacking » on existing price observations

22:31 Lecture 0122:31 Lecture 01 IntroductionIntroduction

Fin 501: Asset PricingFin 501: Asset Pricing

Slide 1Slide 1--77

specifyPreferences &Technology

observe/specifyexisting

Asset Prices

NAC/LOOP•evolution of states•risk preferences•aggregation

relativeasset pricing

NAC/LOOP

State Prices q(or stochastic discount

factor/Martingale measure)absolute asset pricing

LOOP

derivePrice for (new) asset

deriveAsset Prices

Only works as long as market completeness doesn’t change

22:31 Lecture 0122:31 Lecture 01 IntroductionIntroduction

Fin 501: Asset PricingFin 501: Asset Pricing

Slide 1Slide 1--88

Equilibrium price of a bicycle

• Analysis of supply and demand for bicycles and substitute products

Demand

Supplyp

x

22:31 Lecture 0122:31 Lecture 01 IntroductionIntroduction

Fin 501: Asset PricingFin 501: Asset Pricing

Slide 1Slide 1--99

Arbitrage pricing of bike

Bicycle = 2 wheels: pw x 21 saddle: ps x 11 frame: pf x 11 gearshift: pg x 12 brakes: pb x 2

_______pbike (free labor)