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Yale School of Management The Dow Theory William Peter Hamilton’s Track Record Re-Considered Stephen J. Brown (NYU Stern School) William N. Goetzmann (Yale School of Management)

The Dow Theory

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The Dow Theory. William Peter Hamilton’s Track Record Re-Considered Stephen J. Brown (NYU Stern School) William N. Goetzmann (Yale School of Management). Background on the Dow Theory. Charles Henry Dow Dow indices developed for timing studies William Peter Hamilton - PowerPoint PPT Presentation

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Page 1: The Dow Theory

Yale School of Management

The Dow TheoryWilliam Peter Hamilton’s Track

Record Re-Considered

Stephen J. Brown (NYU Stern School)

William N. Goetzmann (Yale School of Management)

Page 2: The Dow Theory

Yale School of Management

Background on the Dow Theory

Charles Henry Dow Dow indices developed for timing studies

William Peter Hamilton Editorialist applied “Dow Theory” 1902-1929

Principles market follows trends Industrial and transportation sectors confirm high volume indicates move

Page 3: The Dow Theory

Yale School of Management

Testing the Theory

Alfred Cowles III “Can Stock Market Forecasters Forecast?” E’trica 1934 Coded editorials “Bull” “Bear” or “Neutral” “Bull” = all stocks “Bear” = short stocks “Neut” = t-bills

Dow Portfolio, 1902 - 1929 vs. 100% stocks Dow: 12% return per year 1/2 DJIA & 1/2 DJTA: 15.5% return per year

Conclusion: no timing skill!

Page 4: The Dow Theory

Yale School of Management

Testing the Theory II

Bull & bear forecasts Sorted the 90 times Hamilton changed his forecast Half proved profitable, half did not

Conclusion: no timing skill!

Page 5: The Dow Theory

Yale School of Management

Problems in Cowles Analysis

100% stocks a correct benchmark? “Hamilton was long of stocks 55%, short of

stocks 16% and out of the market 29% out of the 26 years under review.”

He made 255 forecasts, not 90 Are two successive bear calls informative?

Page 6: The Dow Theory

Yale School of Management

Revisiting Hamilton’s Calls

Re-coding 46% bull calls 16% bear calls 38% neutral calls

Created contingency table call vs. capital appreciation return of DJIA until

next editorial

Page 7: The Dow Theory

Yale School of Management

The Dow Theory 1903 to 1929

BullMarket

BearMarket

BullForecast 74 56

BearForecast 18 36

Page 8: The Dow Theory

Yale School of Management

Trading Strategy Considered

Back-test of Hamilton portfolio Assume investment in S&P with dividends &

commercial paper as riskless asset. S&P index created by Cowles as capital

weighted measure of stock investment. Monthly re-balancing

Page 9: The Dow Theory

Yale School of Management

Hamilton’s Portfolio Vs. S&P

Year1903 1905 1907 1909 1911 1913 1915 1917 1919 1921 1923 1925 1927 1929

0

5

10

15

20Figure 1: Dow Theory vs. 100% Stocks

Page 10: The Dow Theory

Yale School of Management

100% S&P vs. Hamilton

100% S&P Hamilton

Strategy Return 10.75% 10.73%

Strategy STD. 12.83% 10.44%

Jensen's 0.00% 4.04%

Sharpe Ratio 45.61 % 55.89%

Page 11: The Dow Theory

Yale School of Management

Event Study

What happened to the DJIA after a call? Line up returns in event-time average across call of same direction

Page 12: The Dow Theory

Yale School of Management

Bull vs. Bear Calls

0.96

0.97

0.98

0.99

1

1.01

1.02

1.03

1.04

1.05

1.06

Pric

e In

dex

-40 -35 -30 -25 -20 -15 -10 -5 0 5 10 15 20 25 30 35 40 Days Around Editorial

buys neutrals sells

DJIA Around Editorials

Sells

Neutral

Buys

Page 13: The Dow Theory

Yale School of Management

Recovering The Dow Theory

Hamilton’s calls contain the essence of the Dow Theory.

Can we create a model of the theory?Does it correspond to the writings about it?

Page 14: The Dow Theory

Yale School of Management

Predicting Hamilton’s Signals

Use information available on the editorial date (and to us now)

See if we can forecast Hamilton’s signalsPerform out-of-sample test to see if our

recovered Dow Theory worked.

Page 15: The Dow Theory

Yale School of Management

Methodology

Step-wise regression A linear model of Hamilton “bear” signal Use AIC-like criterion to add and prune

variablesNeural network

A non-linear model of Hamilton’s signals Uses a broad range of variable transformations No “coefficients” reported

Page 16: The Dow Theory

Yale School of Management

Stepwise Regression

Intercept -1.7 60Day Ind:30Day Ind -93.8

Ind 60 Day Ret -14.2 30Day Ind:30Day Tran 64.4

Tran 60 Day Ret -9.7 60Day Tran:30Day Tran -235.8

Ind 30 Day Ret -3.7 60Day Ind:30Day Tran 100.7

Tran 30 Day Ret 6.1 60Day Tran:30Day Ind 110.3

Ind same sign Tran 0.1 60Day Tran:30Day Ind:30Day Tran

-931.3

60 Day Ind: SameSign

12.2 60Day Ind:30Day Ind:30Day Tran

345.7

Page 17: The Dow Theory

Yale School of Management

Neural Network Approach

Feature Vector Analysis A. Kumar and V.E. McGee “FEVA: Feature

vector analysis: explicitly looking for structure and forecastability in time series data,” Economics and Financial Computing, Winter, 1996

Page 18: The Dow Theory

Yale School of Management

Neural Net Events 1902-1929

0.94

0.96

0.98

1

1.02

1.04

1.06

-30 -25 -20 -15 -10 -5 0 5 10 15 20 25 30

BUYSELLNEUTRAL

Page 19: The Dow Theory

Yale School of Management

Neural Net Events 1930-1996

0.940.950.960.970.980.99

11.011.021.03

-30 -25 -20 -15 -10 -5 0 5 10 15 20 25 30

BUYSELLNEUTRAL

Page 20: The Dow Theory

Yale School of Management

Conclusions

The Dow Theory reputation was deservedHamilton followed a momentum strategyThe spread between bull and bear calls has

continued out of sample, albeit diminished