Table 1 Summary of early technical analysis studies published between 1961 and 1987
|
Criteria: Study |
Markets
considered / Frequency of data |
In-sample
period |
Technical
trading systems |
Benchmark
strategies / Optimization |
Transaction costs
|
Conclusion |
|
1. Donchian (1960) |
Copper futures / Daily |
1959-60 |
Channel |
Not considered |
$51.50 per round-trip |
The current price was
compared to the two preceding week’s ranges.
This trading rule generated net gains of $3,488 and $1,390, on margin
of $1,000, for a single contract of the December 1959 delivery of copper and
the December 1960 delivery, respectively.
|
|
2. Alexander (1961) |
S&P Industrials, Dow
Jones Industrials /
Daily |
1897-1959, 1929-59 |
Filter (11 rules from 5.0 to 50%) |
Buy & hold |
Not adjusted |
Trading rules with 5, 6, and 8% filters generated
larger gross profits than the B&H (buy-and-hold) strategy. All the profits were not
likely to be eliminated by
commissions. This led Alexander
to conclude that there were trends in stock market prices. |
|
3. Houthakker (1961) |
Wheat
and corn futures /
Daily |
1921-39, 1947-56 |
Stop-loss
order (11
rules from 0 to 100%) |
Buy
& hold, Sell & hold |
Not
adjusted |
Most
stop-loss orders generated higher profits than the B&H or a sell and hold
strategy. Long transactions indicated
better performance than short transactions. |
|
4. Cootner (1962) |
45
NYSE stocks /
Weekly |
1956-60 |
Moving
average (1/200
days with and without a 5% band) |
Buy
& hold |
Commissions
of 1% per one-way transaction |
Although net returns from moving average rules were not much
different from those from the B&H strategy, long transactions generated
higher returns than the B&H strategy.
Moreover, the variance of the trading rule was 30% less than that of
the B&H. |
|
5. Gray & Nielsen (1963) |
Wheat futures / Daily |
1921-43, 1949-62 |
Stop-loss
order (10 rules from 1 to 100%) |
Buy
& hold, Sell & hold |
Not
adjusted |
When applying stop-loss order rules to dominant
contracts, there was little evidence of non-randomness in wheat futures
prices. They argued that Houthakker’s
results were biased because he used remote contracts and that post-war
seasonality of wheat futures prices was induced by government loan programs. |
|
6. Alexander (1964) |
S&P
Industrials /
Daily |
1928-61 |
Filter, Formula Dazhi, Formala
Dafilt, moving average, and Dow-type formulas |
Buy
& hold |
Commissions
of 2% for each round-trip |
After
commissions, only the largest filter (45.6%) rule beat the B&H strategy
by a substantial
margin. Most of
the other
trading systems earned higher gross profits than filter rules or the B&H strategy. However, after commissions they could not
beat the B&H. |
|
7. Smidt (1965a) |
May
soybean futures contracts /
Daily |
1952-61 |
Momentum
oscillator (40 rules) |
Not
considered |
$0.36 per bushel per round-trip |
About 70% of trading rules
tested generated positive returns after commissions. Moreover, half of trading rules returned
7.5% per year or more. |
|
8. Fama & Blume (1966) |
30
individual stocks of the DJIA /
Daily |
1956-62 |
Filter (24
rules from 0.5 to 50%) |
Buy
& hold |
0.1% per round-trip plus other costs |
After
commissions, only 4 of 30 securities had positive average returns per
filter. Even before commissions,
filter rules were inferior to the B&H strategy for all but
two securities. Although
three
small filter rules (0.5, 1.0, and 1.5%) earned higher
gross average
returns (11.4%-20.9% per year) per security
when considering only long positions, net returns after transaction costs
were not much different from B&H returns. |
Table 1 continued.
|
Criteria: Study |
Markets
considered / Frequency of data |
In-sample
period |
Technical
trading systems |
Benchmark
strategies / Optimization |
Transaction costs
|
Conclusion |
|
9. Levy (1967a) |
200
NYSE stocks /
Weekly |
1960-65 |
Relative
strength (Ratios: 1/4 and 1/26 weeks) |
Geometric
average |
1%
per one-way transaction |
Net
returns of several well-performing rules were nearly two
or three times
the return of the geometric average, although these rules possessed
slightly higher
standard deviations relative to the geometric average. |
|
10. Levy (1967b) |
200
NYSE stocks /
Weekly |
1960-65 |
Relative
strength (Ratio: 1/26 weeks) |
Not
considered |
1%
per one-way transaction |
Stocks
having the historically strongest relative strength showed an average price appreciation
of 9.6% over 26 weeks (about 20.1% per year). An annual price appreciation
of all stocks was 12.8%. In general,
stocks that had been both relatively strong and relatively volatile produced
higher profits. |
|
11. |
9
exchange rates /
Daily |
1919-29, 1950-62 |
Filter (10 rules from 0.1 to 2%) |
Buy
& hold |
Not
adjusted |
Four
of nine exchange rates had average annual gross returns more than 25% for the
best filter
rules, and
three of them (Belgium, France, and Italy) generated returns above 44%. Filter rules beat the B&H
strategy by large differences in returns. |
|
12. Van Horne & Parker (1967) |
30
NYSE stocks /
Daily |
1960-66 |
Moving
average (100, 150, and 200 days with 0, 2, 5, 10, and 15% bands) |
Buy
& hold |
Commissions
charged by members of the NYSE |
No
trading rule earned a total closing balance nearly as large as that
generated under the B&H strategy.
Even before transaction costs, gross profits from
each moving average rule were less than that from the B&H. |
|
13. James (1968) |
232
to 1376 stocks from the CRSP at the /
Monthly |
1926-60 |
Moving
average (7 months = 200 days with 2
and 5% bands) |
Buy
& hold |
Not
adjusted |
Moving average rules could not beat the B&H strategy. The largest average dollar
difference between the moving average rules and the B&H strategy
was very
small. |
|
14. Van Horne & Parker (1968) |
30
NYSE stocks /
Daily |
1960-66 |
Non-weighted
and exponentially weighted moving averages (200 days with 0, 5, 10, and 15%
bands) |
Buy
& hold |
1%
per one-way transaction |
When applying trading rules to long positions, only 55 of 480 cases (16 different combinations
of rules multiplied by 30 stocks) realized profits greater than those
from the
B&H strategy. For long plus
short positions, a
smaller number of trading rules (36 out of 480 cases) outperformed
the B&H. |
|
15. Jensen & Benington (1970) |
29
portfolio samples
of 200 NYSE stocks /
Monthly |
1931-65 |
Relative
strength (2
rules from Levy (1967a)) |
Buy
& hold |
Actual
round lot rate |
After
transaction costs, Levy’s trading rules did not perform
better than
the B&H strategy. In
fact,
after explicit adjustment for the level of risk, the trading rules on
average generated net returns less than the risk-adjusted B&H
returns. |
Table 1 continued.
|
Criteria: Study |
Markets
considered / Frequency of data |
In-sample
period |
Technical
trading systems |
Benchmark
strategies / Optimization |
Transaction costs
|
Conclusion |
|
16. Stevenson & Bear (1970) |
July
corn and soybean futures /
Daily |
1957-68 |
Stop-loss
order, filter, and combination of both systems |
Buy
& hold |
0.5
cents per
bushel for both commodities |
For
all systems, a 5% filter rule worked best, which generated larger net
profits or greatly reduced losses relative to the B&H strategy. The
filter rule also
outperformed
B&H for both corn and soybean futures.
|
|
17. Dryden (1970a) |
/
Daily |
1962-67, 1962-64 |
Filter (12 rules from 0.1 to 5%) |
Buy
& hold |
Individual stock: 0.625% per one-way transaction |
Without
transaction costs, filter rules consistently beat the B&H strategy for
both indices and an individual stock.
With transaction costs, the returns from the best filter rules were
similar to those from the B&H, but long transactions beat the B&H. |
|
18. Dryden (1970b) |
15
/
Daily |
1963-64, 1966-67 |
Filter (14 rules from 0.2 to 6%) |
Buy
& hold |
Not
adjusted |
There
was considerable variation among individual stocks’ returns. On average, filter returns were less than
the corresponding B&H returns except for two smallest filter
rules. However, returns only from long transactions were much higher than the B&H
returns. |
|
19. Levy (1971) |
548
NYSE stocks /
Daily |
1964-69 |
32
forms of a five-point chart pattern |
Buy
& hold |
2%
per round-trip |
After
transaction costs, none of the 32 patterns for any holding period generated
profits greater than average purchase or short-sale opportunities. Even the best-performing pattern produced
adjusted relative-to-market returns of -1.1% and -0.1% for one-week and
4-week holding periods, respectively.
|
|
20. Leuthold (1972) |
30
live cattle futures contracts /
Daily |
1965-70 |
Filter (1, 2, 3, 4, 5, and 10%) |
Not
considered |
Commissions
of $36 per round-trip |
Four
of six filters were profitable after transaction costs. In particular, a 3% filter rule generated an
annual net
return of 115.8% during the sample period. |
|
21. Martell & Philippatos (1974) |
September
wheat and September soybean futures contracts /
Daily |
1956-69 (1958-70)* |
Adaptive filter model and pure information model |
Buy
& hold / Optimized trading rules |
Adjusted
but not specified |
As an optimal filter size for period t, the adaptive
model utilizes a filter size which has yielded the highest profits in t-1,
subject to some minimum value of the average relative information gain. The pure information model chooses as an
optimal filter size in period t the one with the highest relative average
information gain in period t-1. Both models yielded higher net returns than
the B&H only for wheat futures.
However, the variance in net profits was consistently smaller than that of the B&H in
both markets. |
* Years in parentheses indicate out-of-sample periods.
Table 1 continued.
|
Criteria: Study |
Markets
considered / Frequency of data |
In-sample
period |
Technical
trading systems |
Benchmark
strategies / Optimization |
Transaction costs
|
Conclusion |
|
22. Praetz (1975) |
/
Daily |
1965-72 |
Filter (24 rules from 0.5 to 25%) |
Buy
& hold |
Not
adjusted |
For 12 of all 21 contracts of 18-month length and
all three 8-year price series, the B&H strategy showed better performance than
filter rules, with average differences of 0.1% and 2%,
respectively. For the same data set, in 10 of 24 filters the
B&H returns were greater than average filter returns. Thus, filter rules did not seem
to outperform
the B&H strategy consistently. |
|
23. Martell (1976) |
September
wheat and September soybean futures contracts /
Daily |
1956-69 (1958-70)* |
Adaptive filter models and pure information model |
Buy
& hold / Optimized trading rules |
Adjusted
but not specified |
A new adaptive model was developed and applied to
the same data set as that used in Martell and Philippatos (1974). The new model selects its optimal filter
size for next period based on profitability (e.g., the highest cumulative net
profits) and information gain.
Although the model outperformed the previous adaptive model for around
80% of the sample period, it neither indicated any stability with respect to
the information constraint nor beat the pure information model that allows a
filter size in a particular period to reflect new information. |
|
24. Akemann & Keller (1977) |
Industry
groups from S&P 500 Stock Index /
Weekly |
1967-75 |
Relative
strength |
S&P
500 Index |
2%
per round-trip |
The
relative strength rule is designed to buy the strongest stock group in a given
thirteen-week period and sell it after 52 weeks. After adjustment for transaction costs, the
mean return
differential between all 378 possible trials and the market index appeared to
be 14.6%, although the differentials were quite volatile. |
|
25. Logue & Sweeney (1977) |
Franc/dollar spot exchange rate /
Daily |
1970-74 |
Filter
(14 rules from 0.7 to 5%) |
Buy
& hold |
0.06%
per one-way transaction |
Most
trading rules (13 out of 14 rules) outperformed the B&H strategy after considering
transaction
costs. Compared to the buy
and hold and invest in French government securities strategy, only four filters
failed to generate higher profits. |
|
26. Cornell & Dietrich (1978) |
6
spot foreign currencies (mark, pound, yen, Canadian dollar, Swiss
franc, and Dutch guilder) /
Daily |
1973-75 |
Filter
(13 rules from 0.1 to 5%), and moving average (10, 25, and 50 days with 0.1 to 2%
bands) |
Buy
& hold |
Computed
by using the average bid-ask spread for all trades. |
For
the Dutch
guilder, German mark, and Swiss franc, the best rules from each trading
system generated over 10% annual net returns.
Although the net returns were relatively small (1% to 4%) for the
British pound,
Canadian dollar, and Japanese yen, they all beat the B&H strategy. Moreover, since none of
the systematic risk (beta) estimates exceeded 0.12, high returns of the three
currencies were less likely to be compensation for bearing systematic risk. |
|
27. Logue, Sweeney, & Willett (1978) |
7 foreign
exchange rates /
Daily |
1973-76
|
Filter
(11 rules from 0.5 to 15%) |
Buy
& hold |
Not
adjusted |
For
every exchange rate (the mark, pound, yen, lira, France franc,
Swiss franc, and Dutch guilder), profits from the best filter rules exceeded those from the B&H strategy
by differences ranging from 9.3% to 32.9%. |
* Years in parentheses indicate out-of-sample periods.
Table 1 continued.
|
Criteria: Study |
Markets
considered / Frequency of data |
In-sample
period |
Technical
trading systems |
Benchmark
strategies / Optimization |
Transaction costs
|
Conclusion |
|
28. Arnott (1979) |
500
stocks from both the S&P 500 Index and the NYSE Composite Index /
Weekly |
1968-77 |
Beta-modified
relative strength |
Not
considered |
Not
adjusted |
Regression results indicated that for the base periods of 1 week to 18
weeks, the correlation between the change in (beta-adjusted) relative
strength during the base period and that during any subsequent
period was strongly negative. Hence, careless use of relative
strength might lead to serious money loss. |
|
29. Dale & Workman (1980) |
90-day
T-bill
futures at the IMM /
Daily |
1976-78 |
Moving
average (11
rules from |
Not
considered |
$60
per round-trip |
For
each individual contract, the best trading rules generated positive net
returns, although the rules did not indicate consistent performances over the sample
period. |
|
30. Bohan (1981) |
87
to 110 S&P industry groups /
Weekly |
1969-80 |
Relative
strength |
Buy & hold on S&P 500 Index |
2%
per year |
There
was a strong correlation between the performance of the strongest and weakest
industry groups in one year and that of the following years,
although the performance of the other groups did not have much predictive
significance. For example, quintile 1
portfolio, which consists of the top 20% of industry groups, generated a
return of 76% higher
than the
B&H on the
market index, while the market outperformed quintile 5 portfolio by 80%. |
|
31. Solt & Swanson (1981) |
Gold
from London Gold Market and silver from Handy & Harman /
Weekly |
1971-79 |
Filter
(0.5 to 50%) and moving average (26, 52, and 104 weeks with filters) |
Buy
& hold |
1.0% per one-way transaction
plus 0.5% annual fees |
For
gold, a 10% filter rule outperformed the B&H strategy after adjustment
for transaction
costs. However, none of the filter
rules dominated the B&H strategy for either gold or silver. Moving average
rules were not
able to improve the returns for the filter rules as well. |
|
32. Peterson & Leuthold (1982) |
7
hog futures contracts from CME /
Daily |
1973-77 |
Filter (10 rules from 1 to 10% and
additional 10 rules from $0.5 to $5) |
Zero
mean profit |
Not
adjusted |
All
20 filter rules produced considerable mean gross profits. It seemed that these profit levels exceeded
any reasonable commission charges in most cases. In general, mean gross profits increased with larger
filters, as did variance of profits. |
|
33. Dooley & Shafer (1983) |
9
foreign currencies in the /
Daily |
1973-81 |
Filter (7 rules from 1 to 25%) |
Not
considered |
Adjusted
but not specified |
Although
results were slightly different for each currency, small filter rules (1, 3,
and 5%) generally produced high profits, while larger filter rules showed
consistent losses. |
Table 1 continued.
|
Criteria: Study |
Markets
considered / Frequency of data |
In-sample
period |
Technical
trading systems |
Benchmark
strategies / Optimization |
Transaction costs
|
Conclusion |
|
34. Brush
& Boles (1983) |
168
S&P 500 stocks /
Monthly |
1967-80, (two data bases were used for
out-of-sample tests) |
Relative
strength (parameters were optimized on
the development data base over 26 separate 6-month test periods) |
Equal- weighted 168-stock return /
Optimized models |
2%
per round-trip |
The
top decile annualized excess return of the best model was 7.1% per year over
the equal-weighted 168-stock return, after adjustment for risk, dividend
yield, and transaction costs. The
model also produced a compounded growth of 15.2% per year after considering dividend yield and
transaction costs, compared to 5.9% for the S&P 500. |
|
35. Irwin & Uhrig (1984) |
8
commodity futures: corn, cocoa, soybeans, wheat, sugar, copper, live cattle,
and live hogs /
Daily |
1960-78
(1979-81)*, 1960-68 (1969-72)*, 1973-78
(1979-81)* |
Channel, moving averages, momentum oscillator |
Zero
mean profit /
Optimized trading rules |
Doubled
commissions to capture bid-ask spread (not specified) |
Trading rule profits during in-sample periods were substantial and
similar across all four trading systems. Out-of-sample results for optimal trading
rules also
indicated that
during the 1979-81 period most trading systems were profitable in corn, cocoa, sugar, and soybean
futures markets. The trading rule profits
appeared to be concentrated in the 1973-81 period. |
|
36. Neftci & Policano (1984) |
4
futures: copper, gold, soybeans, and T-bills /
Daily |
1975-80 |
Moving
average (25,
50, and 100 days) and slope (trendline) method |
Not
considered |
Not
adjusted |
Trading
signals were incorporated as a dummy variable into a regression equation for
the minimum mean square error prediction.
Then the significance of the dummy variable was evaluated using F-tests. Overall, moving average
rules
indicated some predictive power for T-bills, gold, and soybeans, while the
slope method showed mixed results. |
|
37. Tomek & Querin (1984) |
3 random price series (each
series consists of 300 prices) generated from corn prices
for each sample period /
Daily |
1975-80, 1973-74, 1980 |
Moving
average (3/10
and 10/40 days) |
Not
considered |
$50
per round-trip |
From each of three random prices series, 20 sets of
prices were replicated. The first 20
sets had moderate price variability, the second set large price variability,
and the third set drift in prices.
Both
trading rules failed to generate positive average net profits for all
three groups with an exception of the 10/40 rule for the relatively volatile price group. The results imply that
technical trading rules may earn positive net returns by chance, although they
on average could not generate positive net
profits. |
|
38. Bird (1985) |
Cash
and forward contracts of copper, lead, tin, and zinc from London Metal
Exchange (LME) /
Daily |
1972-82 |
Filter:
long positions (and cash profits) (25
rules from 1 to 25%) |
Buy
& hold |
1%
per round-trip |
For
cash and forward (futures) copper, over 2/3 of filter
rules beat the
B&H strategy. Similar results were
obtained for lead and zinc but with weaker evidence. For tin, the results were
inconsistent. Filter rules performed substantially
better in the earlier period (1972-77). |
* Years in parentheses indicate out-of-sample periods.
Table 1 continued.
|
Criteria: Study |
Markets
considered / Frequency of data |
In-sample
period |
Technical
trading systems |
Benchmark
strategies / Optimization |
Transaction costs
|
Conclusion |
|
39. Brush (1986) |
420
S&P 500 stocks /
Monthly |
1969-84 |
Relative
strength |
Return
of the equal- weighted S&P 500 Index |
1%
per round-trip |
By
avoiding the year-end effect and exploiting beta corrections and the negative
predictive power of one-month trends, the best model, which was the
generalized least squares beta approach, generated an annual excess return of
more than 5% over the equal-weighted S&P 500, after transaction
costs. |
|
40. Sweeney (1986) |
Dollar/mark and additional 9 exchange rates /
Daily |
1973-75
(1975-80)* |
Filter:
long positions (7
rules from 0.5 to 10%) |
Buy
& hold /
Optimized trading rules |
1/8
of 1% of asset value per round-trip |
Both in- and out-of-sample tests, small filter rules
(0.5% to 5%)
consistently beat the B&H strategy, and transaction costs did not
eliminate the risk-adjusted excess returns of filter rules. Eight filter
rules across 6 exchange rates produced statistically
significant excess
returns over
the B&H in
both in- and out-of sample periods. |
|
41. 1986) |
/
Daily |
1971-76
(1977-81)*,
1961-73
(1974-81)*, 1974-78
(1979-81)* |
A
statistical price-trend model |
Buy
& hold and interest rate for bank deposit /
Optimized trading rules |
1%
per round-trip for agricultural futures and 0.2% for currency futures |
|
|
42. Thompson & Waller
(1987) |
Coffee and cocoa futures in the NY Coffee, Sugar,
and Cocoa Exchange / 6 weekly sets of transaction-to-transaction prices
for each market |
1981-83 |
Filter (for coffee, 5¢ through 35¢ in multiples of 5¢ per 100 lb; for cocoa, $1 through $7 per metric
ton) |
Not considered |
Estimated execution costs |
For both nearby and distant coffee and cocoa
contracts, filter rules generated average profits per trade per contract substantially
lower than estimated execution costs per contract in all cases in which
profits were statistically significantly greater than zero. The estimated execution costs per trade per
contract were $32.25 (nearby) and $69.75 (distant) for coffee futures
contracts and $12.60 (nearby) and $21.80 (distant) for cocoa futures contracts. |
* Years in parentheses indicate out-of-sample periods.
Table 2 Categories for modern technical
analysis studies
|
Category |
Number of studies |
Representative study |
Transaction costs |
Risk adjustment |
Criteria Trading rule optimization |
Out-of-sample
tests
|
Statistical tests |
Data snooping addressed |
Distinctive features |
|
Standard |
23 |
Lukac, Brorsen, & Irwin (1988) |
√ |
√ |
√ |
√ |
√ |
|
Conduct parameter optimization and out-of-sample
tests. |
|
Model-based bootstrap |
21 |
Brock, Lakonishok, & LeBaron (1992) |
|
√ |
|
|
√ |
|
Use model-based bootstrap methods for statistical
tests. No parameter optimization and
out-of-sample tests conducted. |
|
Genetic programming |
11 |
Allen
&
Karjalainen (1999) |
√ |
√ |
√ |
√ |
√ |
√ |
Use genetic programming techniques to optimize
trading rules. |
|
Reality Check |
3 |
Sullivan, Timmermann, & White (1999) |
|
√ |
√ |
√ |
√ |
√ |
Use White’s Reality Check Bootstrap methodology for
optimization and statistical tests. |
|
Chart patterns |
11 |
Chang & Osler (1999) |
√ |
√ |
|
|
√ |
|
Use recognition algorithms for chart patterns. |
|
Nonlinear |
7 |
Gençay
(1998a) |
√ |
√ |
√ |
√ |
√ |
|
Use nearest neighbors and/or feedforward network regressions
to generate trading signals. |
|
Others |
16 |
Neely
(1997) |
√ |
√ |
|
|
√ |
|
Most studies in this category lack trading rule
optimization and out-of-sample tests, and do not address data-snooping
problems. |
Table 3 Summary
of standard technical analysis studies published between 1988 and 2004
|
Criteria: Study |
Markets
considered /
Frequency of data |
In-sample period (Out-of-sample
period) |
Technical
trading systems |
Benchmark
strategies / Optimization |
Transaction costs
|
Conclusion |
|
1.
Lukac, Brorsen, & Irwin (1988) |
12
futures from various exchanges: agriculturals, metals, currencies, and
interest rates /
Daily |
1975-83 (1978-84) |
12
systems (3
channels, 3
moving averages, 3 oscillators, 2
trailing stops, and a combination) |
Zero
mean profit /
Optimized trading rules |
$50
and $100 per round-trip |
Out-of-sample results indicated that 4 of 12 systems generated
significant aggregate portfolio net returns and 8 of the 12 commodities earned
statistically significant net returns from more than one trading system. Mark, sugar, and corn markets appeared to
be most profitable during the sample period.
In addition, Jensen test confirmed that the same four trading
systems having
large net returns still produced significant net returns above risk. |
|
2. Lukac & Brorsen (1989) |
15
futures from various exchanges: agricultural commodities,
metals, currencies, and interest rates / Daily |
1965-85
(various) |
Channel
and directional movement (both systems had 12 parameters ranging 5
days to 60
days in increments of 5) |
Buy
& hold /
Optimized trading rules |
$100
per round-trip |
Technical
trading rule profits were measured based on various optimization methods,
which included 10 re-optimization strategies, one random strategy, and
12 fixed parameter strategies. The two
trading systems generated portfolio mean net returns significantly greater
than the B&H strategy. However,
the trading systems yielded similar profits across different optimization
strategies and even different parameters.
Thus, the parameter optimization appeared to have little value. |
|
3. Sweeney & Surajaras (1989) |
An equally-weighted portfolio and a
variably-weighted portfolio of currencies / Daily |
Prior 250- to 1400-day prices (1980-86) |
Filter, single moving average, double moving
average, and the best system |
Buy
& hold / Optimized trading rules |
Adjusted but not specified |
Most trading systems generated risk-adjusted mean
net profits after transaction costs, and the single moving average rule
performed best. The variably-weighted
portfolio approach generally outperformed the equally-weighted approach. Changing neither parameters for each
trading system on a yearly basis nor amounts of data used to select optimal
parameters seem to improve trading profits.
|
|
4. Taylor & Tari (1989) |
IMM
currency futures: pound, mark, and Swiss franc; /
Daily |
1974-78 (1979-87); (1982-85) |
A
statistical price-trend model |
Buy
& hold, Zero mean profit /
Optimized trading rules |
Currency futures: 0.2% per round-trip; Agricultural
futures: 1% |
During the out-of-sample period, 1979-87, the
trading rule earned aggregate mean net return of 4.3% per year for three
currency futures. The mark was the
most profitable contract (5.4% per year).
From 1982-85, the trading rule generated a mean net return of 4.8% for
cocoa, -4.26% for coffee, and 18.8% for sugar, outperforming the B&H
strategy for cocoa and sugar futures.
|
|
5. Lukac & Brorsen (1990) |
30
futures from various exchanges: agriculturals, metals, oils, currencies,
interest rates, and S&P 500 /
Daily |
1975-85
(1976-86) |
23
systems (channels, moving averages, oscillators, trailing stops, point and
figure, a counter-trend, volatility, and combinations) |
Zero
mean profit /
Optimized trading rules |
$50
and $100 per round-trip |
Only 3 of 23 trading systems had negative mean monthly portfolio
net returns after transaction costs, and 7 of 23 systems generated net returns significantly
above zero at
10% level. Most of the trading
profits
appeared to be made
over the 1979-80
period. In the individual commodity markets, currency futures produced the
highest returns, while livestock futures yielded the lowest returns. |
Table 3
continued.
|
Criteria: Study |
Markets
considered /
Frequency of data |
In-sample period (Out-of-sample
period) |
Technical
trading systems |
Benchmark
strategies / Optimization |
Transaction costs
|
Conclusion |
|
6. |
4
currency futures from IMM of the CME: pound, mark, yen, and Swiss franc /
Daily |
1977-87 (1982-87) |
3 technical trading systems (filter, channel, moving
average), 2 statistical price-trend models |
Buy & hold / Optimized trading rules |
0.2% per round-trip |
All trading rules outperformed the B&H strategy
across all currency futures. Among
trading rules, three technical trading systems and a revised statistical
trend model generated statistically significant and much higher mean net
returns (3.0% to 4.0%) than that (2.0%) of the original price-trend model for
most currencies. These returns could
not be explained by nonsynchronous trading or time-varying risk premia. |
|
7. Farrell & Olszewski (1993) |
S&P
500 futures /
Daily |
1982-90 (1989-90) |
A
nonlinear trading strategy based on ARMA (1,1) model and 3 trend-following
systems (channel and volatility systems) |
Buy
& hold / Optimized trading rules |
0.025%
per round-trip |
Although
the nonlinear trading strategy were slightly more profitable than the B&H strategy,
the result was statistically insignificant.
For the in-sample period, the nonlinear optimal
trading strategy was more profitable than the B&H by nearly 5%, while for
the out-of-sample period, the trading strategy was better by 3%. Meanwhile, the three trend following strategies were
more profitable than the nonlinear trading strategy by
around 5% to
11% during the out-of-sample period, depending on the trading
strategy. |
|
8. Silber (1994) |
12
futures markets: foreign currencies, short-term interest rates, metals,
oil, and S&P 500 /
Daily |
1979 (1980-91) |
Moving
average (short
averages: 1 day to 15 days; long averages: 16 to 200 days) |
Buy
& hold (& roll over) /
Optimized trading rules |
Bid-ask
spreads per round-trip (2 ticks for crude oil and gold; 1 tick for the rest of contracts) |
After
transaction costs, average annual net returns were positive for all contracts
but gold, silver, and the S&P 500.
In particular, most currency futures earned higher
net profits (1.9% to 9.8%). For those profitable
markets,
moving average rules beat the B&H strategy except for 3-month
Eurodollars. Test
results using a Sharpe
ratio criterion were similar. Hence,
trading profits appeared to be robust to transaction costs and risk. Central bank intervention is
one of possible
explanations for the trading profits. |
|
9. |
4
currency futures from IMM: pound, mark, yen, and Swiss franc /
Daily |
1980-all
previous contracts (1982-90) |
Channel |
Zero
mean profits /
Optimized trading rules |
0.2%
per one-way transaction |
For
price series generated by ARIMA(1,1,1) model, channel rules correctly
identified the sign of conditional expected returns with around 60%
probability. During 1982-90, optimal
channel rules produced an average net
return of 6.9% per year. The t-test
indicated that the return was significant at the 2.5% level. The best trading opportunities occurred for 1985-87. |
|
10. Menkhoff & Schlumberger (1995) |
3
spot exchange rates: mark/dollar, mark/yen, and mark/pound /
Daily |
1981-91, 1981-85 (1986-91) |
Oscillator
(33 moving averages) and momentum (10 rules from |
Buy
& hold /
Optimized trading rules |
0.0008
DM for 1$; 0.0017 DM for 1 yen; 0.003 DM for 1
BP per
round-trip |
During
the out-of-sample period, 84% out of 129 technical trading rules tested
outperformed
the B&H strategy across exchange rates, after
adjustment for
transaction costs and risk. However,
superiority of optimal trading rules during the in-sample period deteriorated
in the out-of-sample period, even though they still outperformed the B&H
strategy. |
Table 3
continued.
|
Criteria: Study |
Markets
considered /
Frequency of data |
In-sample period (Out-of-sample
period) |
Technical
trading systems |
Benchmark
strategies / Optimization |
Transaction costs
|
Conclusion |
|
11. Lee & Mathur (1996a) |
6
European currency spot cross-rates /
Daily |
1988-92
(1989-93) |
Moving
average (short
moving averages: 1 day to 9 days; long moving averages: 10, 15, 20, 25, and 30
days) |
Zero
mean profits /
Optimized trading rules |
0.1%
per round-trip |
Results of in-sample tests indicated that the trading rules did not
yield significantly positive returns for all cross rates but yen/mark and
yen/Swiss franc (11.5% and 8.8% per year, respectively). Out-of-sample results
were even worse. Most cross rates
earned negative trading returns, although long positions for the
yen/mark produced marginally significant
positive returns. |
|
12. Lee & Mathur (1996b) |
10
spot cross-rates /
Daily |
1988-92 (1989-93) |
Moving
average (short
moving averages: 1 day to 9 days; long moving averages: 10, 15, 20, 25, and
30 days) and channel (2 to 50 days) |
Zero
mean profits /
Optimized trading rules |
0.1%
per round-trip |
During in-sample periods, moving average rules in general
produced negative
or statistically insignificantly positive net returns except the
mark/yen
(11.5% per year) and the Swiss franc/yen (8.8% per year). Similar results were
found for
channel rules. During out-of-sample periods, overall returns of the
trading rules
were negative or statistically insignificantly positive. Only for the mark/lira,
both long positions of moving average rules and channel rules generated statistically
significant
profits. |
|
13. Szakmary & Mathur (1997) |
5 IMM
foreign
currency futures and spots: mark, yen, pound, Swiss
franc, and Canadian dollar /
Daily |
1977-90 (1978-91) |
Moving
average (short
moving averages: 1 day to 9 days; long moving averages: 10, 15, 20, 25, and
30 days) |
Zero
mean profits /
Optimized trading rules |
0.1%
per round-trip |
In-sample
results indicated that moving average rules generated both statistically and
economically significant returns for all currency futures but the Canadian
dollar. Similar results were reported
for both out-of-sample data (annual net returns ranged from 5.5% to 9.6%) and spot rates. Further analyses showed that the moving
average rule profits resulted from the central bank’s “leaning against the
wind intervention.” |
|
14. Goodacre, Bosher,
& Dove (1999) |
254 companies in the FTSE 350 Index and 64 option
trades in the / Daily |
Prior 200 days (1988-96) |
CRISMA
(combination
system of Cumulative volume, RelatIve Strength,
and Moving Average) |
FTSE All Share Index / Optimized parameters |
0
to 2% per round-trip |
The CRISMA trading system generated annualized
profits ranging 6.9% to 19.3% depending on transaction costs, while an
annualized return on the FTSE All Share Index over the same time period was
14.0%. When adjusted for market movements
and risk, however, mean excess returns for nonzero levels of transaction
costs were significantly negative.
Moreover, performance of the trading system was not stable over
time. With option trading, the system
generated mean return of 10.2% per trade even in the presence of maximum
retail costs, but only 55% of trades were profitable. |
|
15. Kwan, Lam, So,
& Yu (2000) |
Hang
Seng Index Futures /
Daily |
1986-97
(1990-98) |
A
statistical price-trend model |
Buy
& hold / Optimized
parameters |
0.4
to 0.5% per one-way transaction |
The
price-trend model performed poorer than the B&H strategy in the periods
1991-93 and 1995-96 when the market was bullish. However, the trading rule produced larger
profits than the B&H in the years, 90, 94, 97, and 98 when the market
became up and down. Across all years
and transaction
costs considered, an average net return (10.1%) of the trading rule
was slightly smaller than that (13.5%) of the B&H strategy. |
Table 3
continued.
|
Criteria: Study |
Markets
considered /
Frequency of data |
In-sample period (Out-of-sample
period) |
Technical
trading systems |
Benchmark
strategies / Optimization |
Transaction costs
|
Conclusion |
|
16. Maillet & Michel (2000) |
12
exchange rates (combinations of U.S. dollar, mark, yen, pound, and /
Daily |
1974-79 (1979-96) |
Moving
average (short
moving averages: 1 day to 14 days; long moving averages: 15 to 200 days) |
Zero
mean profits, buy & hold /
Optimized trading rules |
Not
adjusted |
Optimized moving average rules generated statistically significant
returns and outperformed the corresponding B&H strategies with the
exception of the mark/franc rate. Bootstrap tests generally
confirmed the results with the rejection of higher returns only
in 4 out of 12
rates: the mark/dollar, mark/franc, yen/dollar, and yen/franc. Moreover, riskiness of both moving
average rules
and the B&H strategy, which was measured by their standard deviations, appeared
to be not much different. |
|
17. |
1)
Financial Times (FT) All-Share index; 2) UK 12-share index; 3) 12 UK stocks; 4) FT 100 index and index
futures; 5) DJIA index; 6) S&P 500 index and index futures /
Daily |
1),
2), and 3): 1972-91; 4):
1985-94; 5):
1897-1988; 6):
1982-92 |
Moving
average (short
moving averages: 1, 2, and 5 days; long moving averages: 50, 100, 150, and 200, with and
without a 1%
band) |
/
Parameters are optimized for the DJIA data from 1897 to 1968. |
Not
adjusted |
The
results of optimized moving average rules indicated that differences
of mean returns between buy and sell positions were substantially positive
and statistically significant for the FTA index, all versions of the 12-share
index, 4 of the 12 |
|
18. Goodacre & Kohn- Spreyer (2001) |
A random sample of 322 companies from the S&P
500 / Daily |
Prior 200 days (1988-96) |
CRISMA
(combination
system of Cumulative volume, RelatIve Strength,
and Moving Average) |
The S&P 500 Index / Optimized parameters |
0
to 2% per round-trip |
The CRISMA system generated annualized profits
ranging 6.2% to 17.6% depending on transaction costs, while the annualized
return on the S&P 500 Index over the same time period was 14.2%. However, when adjusted for market movements
and risk, mean excess returns for nonzero levels of transaction costs were
significantly negative across all return-generating models. Moreover, the results were not stable over
time, although trades on larger firms generally performed better than small
ones. |
|
19. Lee, Gleason,
&
Mathur (2001) |
13
Latin American spot currencies /
Daily |
1992-99
(various periods from data available) |
Moving
average (short
moving averages: 1 day to 9 days; long moving averages: 10 to
30 days)
and channel (2
to 50 days) |
Zero
mean profits /
Optimized trading rules |
0.1%
per round-trip |
Out-of-sample
results showed that moving average rules generated significantly positive
returns for currencies of four countries: |
Table 3
continued.
|
Criteria: Study |
Markets
considered /
Frequency of data |
In-sample period (Out-of-sample
period) |
Technical
trading systems |
Benchmark
strategies / Optimization |
Transaction costs
|
Conclusion |
|
20. Lee, Pan, & Liu
(2001) |
9 exchange rates from Asian countries |
1988-94
(1989-95) |
The
same trading rules as in Lee, Gleason, & Mathur (2001) |
Zero
mean profits /
Optimized trading rules |
0.1%
per round-trip |
Out-of-sample
tests indicated that four exchange rates from |
|
21. Martin (2001) |
12
currencies in developing countries /
Daily |
1/92-6/92 (7/92-6/95) |
Moving
average (short
moving averages: 1 day to 9 days; long moving averages: 10 to
30
days) |
Short-selling
strategy /
Optimized trading rules |
0.5%
per one-way transaction |
Out-of-sample,
moving average rules generated positive mean net returns in
10 of 12
currencies, and the returns were greater than 0.14% daily (35% per year) in
5 currencies. However, Sharpe ratios indicated that moving
average rules
did not generate superior returns on a risk-adjusted basis. |
|
22. Skouras (2001) |
Dow
Jones Industrial Average (DJIA) /
Daily |
1962-86 (1962-86) |
Moving
average (2
to 200 days with bands of 0, 0.5, 1, 1.5, and 2%) |
Buy
& hold /
Optimized trading rules |
Various
levels from 0 to 0.1% per one-way transaction |
Out-of-sample returns were estimated on a daily basis. Time-varying estimated rules (by an Artificial
Technical Analyst) outperformed various fixed moving average rules employed by Brock et
al. (1992) as
well as the B&H strategy. When
considering transaction costs, however, mean returns from the optimized
trading rule were higher than the B&H mean return only after transaction costs of
less than 0.06%. |
|
23. Olson (2004) |
18 exchange rates / Daily |
5-year in-sample period from 1971-2000 (1976-2000) |
Moving average (short moving averages: 1 day to 12 days; long
moving averages: 5 to 200 days) |
Buy
& hold /
Optimized trading rules |
0.1%
per round-trip |
Out-of-sample results indicated that risk-adjusted
trading profits for individual currencies and an equal-weighted 18-currency
portfolio declined over time. For the
18-currency portfolio, annualized risk-adjusted returns decreased from an
average of over 3% in the late 1970s and early 1980s to about zero percent in
the late 1990s. Overall, profits of
moving average rules in foreign exchange markets have declined over
time. |
Table 4 Summary
of model-based bootstrap technical analysis studies published between 1988 and
2004
|
Criteria: Study |
Markets
considered /
Frequency of data |
In-sample period |
Technical
trading systems |
Benchmark
strategies / Optimization |
Transaction costs
|
Conclusion |
|
1.
Brock, Lakonishok, & LeBaron (1992) |
Dow
Jones Industrial Average (DJIA) /
Daily |
1897-1986 |
Moving
averages (1/50,
1/150, 5/150, 1/200, and 2/200 days with 0 and 1% bands) and trading range breakout (50,
150 and 200 days with 0 and 1% bands) |
Unconditional
1- and 10-day returns |
Not
adjusted |
Before transaction costs, buy (sell) positions across
all trading rules consistently generated higher (lower) mean
returns than unconditional mean returns, and these results were
highly significant in most cases. For
example, a mean buy return from variable moving average rules was about 12%
per year and a mean sell return was about -7%. Moreover, the buy returns were even less volatile
than the sell returns. Simulated
series from a random walk with a drift, AR (1), GARCH-M, and EGARCH
models using a bootstrap method could not explain returns and volatility of
the actual Dow series. |
|
2. Levich & Thomas (1993) |
5 IMM
currency
futures: mark, yen, pound, Canadian dollar, and Swiss franc /
Daily |
1976-90 |
Filters
(0.5, 1, 2, 3, 4, and 5%) and moving average (1/5, 5/20, 1/200 days) |
Buy
& hold |
0.025%
and 0.04% per one-way transaction |
After adjustment for transaction costs and risk, every filter rule
and moving
average rule generated substantial positive mean net returns for all currencies but the
Canadian
dollar. Moreover, the
results of the bootstrap simulation indicated that, for both trading systems, the
null hypothesis that there is no information in the original time series was
rejected in 25 of 30 cases. |
|
3. Bessembinder & Chan
(1995) |
Asian
stock indices: /
Daily |
1975-91 |
The
same trading rules as in Brock et al. (1992) |
Buy
& hold |
0.5,
1, and 2% per round-trip |
Across
all markets and trading rules tested, average mean returns on buy days exceeded those
on sell days by 26.8% per year, and an average break-even round-trip
transaction cost for the full sample was 1.57%. In particular, technical signals generated
by the |
|
4. Dempsey, &
Keasey (1996) |
Financial
Times Industrial Ordinary Index (FT30) in the /
Daily |
1935-94 |
The
same trading rules as in Brock et al. (1992) |
Unconditional
mean returns |
More
than 1% per round-trip for large investing institutions |
Before transaction costs, buy (sell) positions across all trading
systems consistently generated higher (lower) returns than unconditional
returns. However, an extra return per
round-trip transaction averaged across all systems appeared
to be about
0.8%, which
was relatively smaller than the round-trip transaction costs of 1%. |
|
5. Kho (1996) |
4
currency futures from IMM: pound, mark, yen, and Swiss franc /
Weekly |
1980-91 |
Moving
average (1/20,
1/30, 1/50, 2/20, 2/30, 2/50 weeks with bands of 0 and 1%) |
Unconditional
weekly mean return, Univariate GARCH-M |
Not
adjusted |
Initially,
moving average rules generated substantial mean returns between 9.9% and 11.1% per
year from buy signals. These trading
returns could
not be explained by the empirical distribution of the univariate GARCH-M
model as well as transaction costs or serial correlations in futures returns. However, the returns appeared to be
insignificant when time-varying risk premia, which were estimated from a
general model of the conditional CAPM, were taken into account. |
Table 4 continued.
|
Criteria: Study |
Markets
considered /
Frequency of data |
In-sample period |
Technical
trading systems |
Benchmark
strategies / Optimization |
Transaction costs
|
Conclusion |
|
6. Raj & Thurston (1996) |
Hang
Seng Futures Index of /
Daily |
1989-93 |
The
same trading rules as in Brock et al. (1992),
without 1/150 and 2/200 moving average rules |
|