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Investing with the Trend provides an abundance ofevidence for adapting a rules-based approach to investing byoffering something most avoid, and that is to answer the"why" one would do it this way. It explains theneed to try to participate in the good markets and avoid the badmarkets, with cash being considered an asset class. The bookis in three primary sections and tries to leave no stone unturnedin offering almost 40 years of experience in the markets. Part I - The focus is on much of the misinformation inmodern finance, the inappropriate use of Gaussian statistics, thefaulty assumptions with Modern Portfolio Theory, and a host ofother examples. The author attempts to explain each and offerjustification for his often strong opinions. Part II - After a lead chapter on the merits of technicalanalysis, the author offers detailed research into trend analysis,showing how to identify if a market is trending or not and how tomeasure it. Further research involves the concept ofDrawdown, which the author adamantly states is a better measure ofinvestor risk than the oft used and terribly wrong use ofvolatility as determined by standard deviation.Part III - This is where he puts it all together and showsthe reader all of the steps and details on how to create arules-based trend following investment strategy. A soliddisciplined strategy consists of three parts, a measure of what themarket is actually doing, a set of rules and guidelines to tell youhow to invest based upon that measurement, and the discipline tofollow the strategy
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Foreword
Preface
Acknowledgments
Chapter 1: Introduction
Believable Misinformation
Indicators and Terminology You Should Be Familiar with
Living in the Noise
Data
Part I: Market Fiction, Flaws, and Facts
Chapter 2: Fictions Told to Investors
Believable Misinformation in Investing
The Void of Accountability
Hiding behind Statistics
You Must Remain Invested or You Will Miss the 10 Best Days of the Year
Diversification Will Protect You?
Dollar Cost Averaging
Compounding Is the Eighth Wonder of the World
Relative Performance
Chapter 3: Flaws in Modern Financial Theory
What Modern Portfolio Theory Forgot or Ignored
Modern Portfolio Theory and the Bell Curve
Standard Deviation (Sigma) and Its Shortcomings
Improper Process
High Sigma Days We All Remember
Rolling Returns and Gaussian Statistics
Risk and Uncertainty
Back to the Original Question: Is Volatility Risk?
Is Linear Analysis Good Enough?
Linear Regression Must Have Correlation
The 60/40 Myth Exposed
Discounted Cash Flow Model
Chapter 4: Misuse of Statistics and Other Controversial Practices
The Deception of Average
One If by Land, Two If by Sea
Everything on Four Legs Is a Pig
Chapter 5: The Illusion of Forecasting
The Reign of Error
An Investment Professional’s Dilemma
Gurus/Experts
Masking an Intellectual Void
Earnings Season
Are Financial Advisors Worth 1 Percent of AUM (Assets under Management)?
Economists Are Good at Predicting the Market
News Is Noise
Chapter 6: The Enemy in the Mirror
Real Time versus History
Behavioral Investing
Behavioral Biases
Bias Tracks for Investors
Investor Emotions
Investors as a Whole Do Poorly
Chapter 7: Market Facts: Bull and Bear Markets
Calendar versus Market Math
Stock Exchange Holidays
Understanding the Past
Bull Markets
Bear Markets
Just How Bad Can a Bear Market Be?
Bear Markets and Withdrawals
Market Volatility
Highly Volatile Periods
Dispersion of Prices
Secular Markets
Secular Bull Markets
Secular Bear Markets
Chapter 8: Market Facts: Valuations, Returns, and Distributions
Market Valuations
Market Sectors
Sector Rotation in 3-D
Asset Classes
The Lost Decade
Market Returns
Distribution of Returns
Part II: Market Research
Chapter 9: Why Technical Analysis?
What Is Technical Analysis?
I Use Technical Analysis Because.
The Challenge of Technical Analysis
Technical Indicators
Some Things That Bother Me
Chapter 10: Market Trend Analysis
Why Markets Trend
Supply and Demand
What Do You Know about This Chart?
Trend versus Mean Reversion
Trend Analysis
Indices Analysis Summary
Trend Analysis on the S&P GICS Data
Trend Analysis in Secular Bear Markets
Chapter 11: Drawdown Analysis
What Is Drawdown?
Drawdown Terminology
The Mathematics of Drawdown and Equivalent Return
Cumulative Drawdown
S&P 500 Drawdown Analysis
S&P Total Return Analysis
Dow Jones Industrial Average Drawdown Analysis
Dow Industrials Total Return Analysis
Gold Drawdown
Japan’s Nikkei 225 Drawdown
Copper Drawdown
Drawdown Intensity Evaluator (DIE)
Part III: Rules-Based Money Management
Chapter 12: Popular Indicators and Their Uses
Moving Averages and Smoothing
Stochastics
RSI (Relative Strength Index)
Moving Average Convergence Divergence (MACD)
A Word of Caution
The Binary Indicator
How Compound Measures Work
Chapter 13: Measuring the Market
Weight of the Evidence Measures
A Note on Optimization
Indicator Evaluation Periods
Price-Based Indicators
Breadth-Based Indicators
Slope of Moving Average
World Market Climate
Cyclical Market Measure
Relative Strength
Dominant Index
Trend Capturing Measure
LTM—Long-Term Measure
Bull Market Confirmation Measure
Initial Trend Measures (ITM)
Trend Gauge
Chapter 14: Security Ranking, Selection, Rules, and Guidelines
Ranking Measures
Pullback Rally Analysis
Pair Analysis
Ranking and Selection
Rules and Guidelines
Asset Commitment Tables
Chapter 15: Putting It All Together: The “Dancing with the Trend” Model
Weight of the Evidence
Investing with the Weight of the Evidence
Ranking and Selection
Discipline
Sell Criteria
Tweaking the Model
Model in Action
Risk Statistics, Ratios, Stops, Whipsaws, and Miscellaneous
Mutual Fund Expenses
Turnover and Taxes
Watching a Tactical Strategy over the Short Term
Benchmarking
Full Cycle Analysis
Actual Results from a Rules-Based Trend-Following Strategy—Dancing with the Trend
Mean Shifting
Chapter 16: Putting Trend-Following to Work
Chapter 17: Conclusions
Financial Advice
A Compilation of Rules and Guidelines for Investors
Secular Markets and the Efficiency Ratio
The Rules-Based Trend-Following Model in October 1987
The Flash Crash of May 6, 2010
Final Observations
Appendix A: Passive versus Active Management
Appendix B: Trend Analysis Tables
Appendix C: Market Breadth
Appendix D: Recommended Reading
Bibliography
About the Author
About the Online Resources
Index
End User License Agreement
TABLE 2.1 Best and Worst Days
TABLE 2.2 Components of the Diversification Charts (Figures 2.3 and 2.4)
TABLE 2.3 Dollar Cost Averaging
TABLE 2.4 Compounding Example 1
TABLE 2.5 Compounding Example 2
TABLE 3.1 October 2008
TABLE 3.2 Probability of Events Occurring
TABLE 3.3 Different Results for Sigma If Not Using Correct Data Periods
TABLE 3.4 Black Monday–Tuesday, October 28–29, 1929
TABLE 3.5 Black Monday, October 19, 1987
TABLE 3.6 Full History (1885–2012) of Daily Dow Industrials
TABLE 3.7 Table Showing Data in Figure 3.3
TABLE 4.1 Long-Term Performance of Asset Classes
TABLE 6.1 Twenty-Year Returns of Various Classes and Average Investor
TABLE 6.2 Investor Performance Compared to Funds
TABLE 7.1 Market Holidays (2012)
TABLE 7.2 S&P 500 Bull Markets
TABLE 7.3 Bear Markets in Dow Jones Industrials from 2/17/1885 to 12/31/2012
TABLE 7.4 Bear Markets in the S&P 500 from 12/30/1927 to 12/31/2012
TABLE 7.5 Monthly Returns During a Bear Market While Withdrawing from Account
TABLE 7.6 Dispersion of Annual Dow Jones Industrial Prices
TABLE 7.7 Secular Bull Data
TABLE 7.8 Secular Bear Data
TABLE 8.1 Sectors Performance (1990–2012)
TABLE 8.2 Sectors Relative Performance (1990–2012)
TABLE 8.3 Sector Performance in Economic Cycle
TABLE 8.4 Asset Class Performance (1990–2012)
TABLE 8.5 Asset Class Relative Performance (1990–2012)
TABLE 8.6 Average and Median Returns for 1, 2, 3, 5, 10, and 20 Years
TABLE 8.7 Range of Returns for 1, 2, 3, 5, 10, and 20 Years
TABLE 9.1 Multicollinearity Example
TABLE 10.1 Indices Used in Trend Analysis
TABLE 10.2 Trends of 21 Days with 5 Percent Filter
TABLE 10.3 Trendiness One Explanation
TABLE 10.4 Trendiness One Table
TABLE 10.5 Trendiness Two Explanation
TABLE 10.6 Trendiness Two Table
TABLE 10.7 Trendless Analysis Explanation
TABLE 10.8 Trendless Analysis Table
TABLE 10.9 All Three Trend Analyses on All Indices
TABLE 10.10 Trend Analysis of U.S. Dollar Index
TABLE 10.11 Trend Analysis of Turkey ISE National-100
TABLE 10.12 Trend Analysis of Norway Oslo All Share Composite
TABLE 10.13 Trend Analysis of Hanoi SE Index
TABLE 10.14 Domestic Trendiness
TABLE 10.15 International Trendiness
TABLE 10.16 Commodity Trendiness
TABLE 10.17 Sector Trendiness
TABLE 10.18 Trend Analysis on Indices with Data History Prior to 2000
TABLE 10.19 Trend Analysis on Indices with Data History Prior to 1990
TABLE 10.20 Trend Analysis on Indices with Data History Prior to 1980
TABLE 10.21 GICS Sectors, Industry Groups, and Industries
TABLE 10.22 GICS Trend Analysis of Wide Variety of Trends (Partial Data)
TABLE 10.23 Summary of GICS Trend Analysis
TABLE 10.24 Summary of GICS Trend Analysis with Short Data History Issues Removed
TABLE 10.25 GICS Analysis for All Trends Up to 30-Day Duration
TABLE 10.26 Trend Analysis in Secular Bear Markets
TABLE 11.1 Drawdown Terminology Table
TABLE 11.2 S&P 500 Drawdown Decline Data
TABLE 11.3 S&P 500 Drawdown Recovery Data
TABLE 11.4 S&P 500 Drawdown Duration Data
TABLE 11.5 S&P 500 Time Spent in Drawdown
TABLE 11.6 S&P 500 Average Drawdown
TABLE 11.7 S&P 500 Drawdown Decline Data Excluding 1929 Bear Market
TABLE 11.8 S&P 500 Drawdown Recovery Data Excluding 1929 Bear Market
TABLE 11.9 S&P 500 Drawdown Duration Data Excluding 1929 Bear Market
TABLE 11.10 Bear Markets in S&P 500 from 12/30/1927 to 12/31/2012
TABLE 11.11 S&P 500 Total Return Drawdown Decline Data
TABLE 11.12 S&P 500 Total Return Drawdown Recovery Data
TABLE 13.13 S&P 500 Total Return Drawdown Duration Data
TABLE 11.14 S&P 500 Total Return Bear Markets (3/31/1936 to 12/31/2012)
TABLE 11.15 Dow Industrials Drawdown Decline Data
TABLE 11.16 Dow Industrials Drawdown Recovery Data
TABLE 11.17 Dow Industrials Drawdown Duration Data
TABLE 11.18 Dow Industrials Time Spent in Drawdown
TABLE 11.19 Dow Industrials Average Drawdown
TABLE 11.20 Dow Industrials Drawdown Decline Excluding 1929 Bear Market
TABLE 11.21 Dow Industrials Drawdown Recovery Excluding 1929 Bear Market
TABLE 11.22 Dow Industrials Drawdown Duration Excluding 1929 Bear Market
TABLE 11.23 Dow Industrials Bear Markets (2/17/1885 to 12/31/2012)
TABLE 11.24 Dow Industrials Total Return Drawdown Decline Data
TABLE 11.25 Dow Industrials Total Return Drawdown Recovery Data
TABLE 11.26 Dow Industrials Total Return Drawdown Duration Data
TABLE 11.27 Dow Industrials Total Return Bear Markets (3/31/1963 to 12/31/2012)
TABLE 13.1 Price Long-Term Performance Statistics
TABLE 13.2 Price Long-Term Performance Statistics Ranking
TABLE 14.1 Pullback Rally Analysis
TABLE 14.2 IJR/IEF Pair Performance Statistics
TABLE 14.3 Core Rotation Pairs
TABLE 14.4 Performance Comparison between Core Rotation Strategy and S&P 500
TABLE 14.5 Ranking Measures Worksheet
TABLE 14.6 Asset Commitment Table
TABLE 14.7 Alternative Asset Commitment Table
TABLE 15.1 Weight of the Evidence Levels Table
TABLE 15.2 Mutual Fund Expenses
TABLE 15.3 Peak-to-Peak (April 2000–October 2007) Analysis
TABLE 15.4 Trough-to-Trough (October 2002–February 2009) Analysis
TABLE 15.5 Since Inception Analysis: January 1996–December 2012 (Full History)
TABLE 15.6 Risk/Return Table January 1996–December 2012: Summary Statistics
TABLE 15.7 Return Analysis January 1996–December 2012 (Not Annualized If Less Than 1 Year)
TABLE 15.8 Upside/Downside Table January 1996–December 2012 (Single Computation)
TABLE 15.9 Asset Performance Comparison from 12/31/1995 to 12/31/2012
TABLE 15.10 Statistics from 1996–2012 Comparing Dance with the Trend to S&P 500
TABLE 16.1 Component Performance versus Buy and Hold
TABLE 16.2 Comparison of Two of Three and All Three to Buy and Hold
TABLE 16.3 System versus Buy and Hold Comparison
TABLE A.1 Pro and Con of Various Strategies
TABLE B.1 Trendiness One Rank
TABLE B.2 Up Trendiness Rank
TABLE B.3 Trendiness Two Up Rank
TABLE B.4 Trendiness One Rank
TABLE B.5 Up Trendiness Rank
TABLE B.6 Trendiness Two Up Rank
TABLE C.1 Daily Breadth versus Weekly Breadth
TABLE C.2 Breadth Indicators
FIGURE 1.1 Kepler’s Second Law of Planetary Motion
FIGURE 1.2 Coriolis Effect
FIGURE 2.1 Dow Industrial Annual Return Histogram
FIGURE 2.2 Missing the Best and the Worst 10 Days Each Year
FIGURE 2.3 Diversification Works
FIGURE 2.4 Diversification Does Not Work
FIGURE 2.5 Callan Periodic Table of Relative Returns
FIGURE 2.6 Morningstar Style Box
FIGURE 2.7 Trend Followers Style Box
FIGURE 3.1 Normal Distribution Versus Actual Distribution from 2/17/1885 to 12/31/2012
FIGURE 3.2 Visual for Look-Back, Look-Forward, and Data Point
FIGURE 3.3 Five-Year Look-Back and Five-Year Look-Forward Days Outside +/− 3 Sigma
FIGURE 3.4 Five-Year Look-Back and One-Year Look-Forward Days Outside +/– 3 Sigma
FIGURE 3.5 Ten-Year Look-Back and One-Year Look-Forward Days Outside +/– 3 Sigma
FIGURE 3.6 Twenty-Year Look-Back and One-Year Look-Forward Days Outside +/– 3 Sigma
FIGURE 3.7 Fifty-Year Look-Back and One-Year Look-Forward Days Outside +/– 3 Sigma
FIGURE 3.8 Nonsystematic and Systematic Risk
FIGURE 3.9 Volatility versus Risk
FIGURE 3.10 Source of Alpha and Beta from Linear Analysis
FIGURE 3.11 ABC U.S. Equity
FIGURE 3.12 XYZ U.S. Equity
FIGURE 3.13 ABC and XYZ U.S. Equity
FIGURE 3.14 Efficient Frontier (1960–2010)
FIGURE 3.15 Efficient Frontier—Each Decade from 1960 to 2010
FIGURE 4.1 Eighty-Five-Year Returns of Various Assets
FIGURE 4.2 Distribution of Returns Based on Percentage
FIGURE 4.3 Average of Rates of Change Example
FIGURE 4.4 Dow Industrials 20-Year Rolling Returns (1885–2012)
FIGURE 5.1 Buy-and-Sell Recommendations from Earnings Predictions
FIGURE 6.1 Cycle of Investor Emotions
FIGURE 7.1 Bull Markets Gain versus Duration
FIGURE 7.2 Bull Markets Gain versus Duration without 1987–2000
FIGURE 7.3 Twenty Percent Moves in Dow Industrial Average—Long Term
FIGURE 7.4 Twenty Percent Moves in Dow Industrial Average—Medium Term
FIGURE 7.5 Comparison of Mega-Bear Markets
FIGURE 7.6 Withdrawals during a Bear Market Can Be Devastating
FIGURE 7.7 S&P 500 Real Price and 20-Year Rolling Total Returns
FIGURE 7.8 Volatility Measured Three Ways
FIGURE 7.9 Dow Industrial Average Absolute Three-Month Percent Change
FIGURE 7.10 Monthly Volatility and Yearly Volatility
FIGURE 7.11 S&P 500 and VIX
FIGURE 7.12 S&P 500, VIX, and VIX Volatility
FIGURE 7.13 Dow Industrials Highly Volatile Periods since 1900
FIGURE 7.14 S&P 500, Inflation (CPI), and Price Earnings Ratio (PE)
FIGURE 7.15 Recent S&P 500, Inflation, and PE
FIGURE 7.16 Secular Bull Markets since 1900
FIGURE 7.17 Secular Bull Market Composite
FIGURE 7.18 Secular Bear Markets since 1900
FIGURE 7.19 Secular Bear Market Composite
FIGURE 7.20 Secular Bear Market (1966–1982)
FIGURE 8.1 S&P Composite and Real Shiller PE10
FIGURE 8.2 Shiller PE10 in Deciles
FIGURE 8.3 Secular Bear Market PE since 1900
FIGURE 8.4 Secular Bear Market PE Composite
FIGURE 8.5 Secular Bull Market PE since 1900
FIGURE 8.6 Secular Bull Market Composite PE
FIGURE 8.7 Sector Rotation Graphic from Sam Stovall
FIGURE 8.8 Offensive–Defensive Measure
FIGURE 8.9 Sector Rotation in 3-D
FIGURE 8.10 Sector Rotation Graphic
FIGURE 8.11 Lost Decade
FIGURE 8.12 Lost Quarter of a Century
FIGURE 8.13 Nikkei 225 (1984–2012)
FIGURE 8.14 One-Year Annualized Return of S&P 500 Price
FIGURE 8.15 Three-Year Annualized Return of S&P 500 Price
FIGURE 8.16 Five-Year Annualized Return of S&P 500 Price
FIGURE 8.17 Ten-Year Annualized Return of S&P 500 Price
FIGURE 8.18 Twenty-Year Annualized Return of S&P 500 Price
FIGURE 8.19 Twenty-Year Annualized Total Return for S&P 500
FIGURE 8.20 Twenty-Year Annualized Total Return for S&P 500 Inflation Adjusted
FIGURE 8.21 Normal Distribution
FIGURE 8.22 Distribution of Inflation-Adjusted 20-Year Returns by Quartile
FIGURE 8.23 Distribution of Inflation-Adjusted 20-Year Returns by Decile
FIGURE 8.24 Distribution of Inflation-Adjusted 20-Year Returns by Standard Deviation
FIGURE 8.25 Distribution of Inflation-Adjusted 20-Year Returns by Percentage Ranges
FIGURE 9.1 Zahorchak Method
FIGURE 9.2 Head and Shoulders Top?
FIGURE 9.3 Japanese Evening Star Pattern?
FIGURE 10.1 Chart without Price, Name, or Dates
FIGURE 10.2 Chart with Only Trends
FIGURE 10.3 Trend Length and Frequency
FIGURE 10.4 Difference between Filtered Wave Using Close and High–Low
FIGURE 10.5 Trend Analysis Example
FIGURE 10.6 Scatter Plot of Trendiness One versus Trendiness Two
FIGURE 10.7 Trendiness One versus Trendless Scatter Plot
FIGURE 10.8 Trend Analysis of U.S. Dollar Index Chart
FIGURE 10.9 Trend Analysis of Turkey ISE National-100 Chart
FIGURE 10.10 Trend Analysis of Norway Oslo All Share Composite Chart
FIGURE 10.11 Trend Analysis of Hanoi SE Index Chart
FIGURE 11.1 Volatility versus Risk
FIGURE 11.2 Drawdown Terminology Chart
FIGURE 11.3
FIGURE 11.4 Cumulative Drawdown Example
FIGURE 11.5 Dow Industrials Cumulative Drawdown (1885−2012)
FIGURE 11.6 Dow Industrials Cumulative Drawdown (1954–2012)
FIGURE 11.7 Alternative Drawdown Method for S&P 500
FIGURE 11.8 S&P 500 Distribution of Drawdowns Greater than 15 Percent
FIGURE 11.9 S&P 500 Distribution of All Drawdowns
FIGURE 11.10 S&P 500 Cumulative Drawdown Chart
FIGURE 11.11 S&P 500 Total Return Distributions Greater than 15 Percent
FIGURE 11.12 S&P 500 Total Return Distributions
FIGURE 11.13 Dow Industrials Distribution of Drawdowns Greater than 15 Percent
FIGURE 11.14 Dow Industrials Distribution of All Drawdowns
FIGURE 11.15 Dow Industrials Cumulative Drawdown
FIGURE 11.16 Dow Industrials Total Return Distribution of Drawdowns Greater than 15%
FIGURE 11.17 Dow Industrials Total Return Distribution of Drawdowns
FIGURE 11.18 Gold Cumulative Drawdown
FIGURE 11.19 Nikkei Cumulative Drawdown
FIGURE 11.20 Copper Cumulative Drawdown
FIGURE 11.21 Drawdown Intensity Evaluator (DIE) Explanation
FIGURE 11.22 Drawdown Intensity Evaluator and Normalized Version
FIGURE 12.1 Arithmetic Average Component Weighting
FIGURE 12.2 Exponential Average Component Weighting
FIGURE 12.3 Difference between Simple Average (SMA) and Exponential Average (EMA)
FIGURE 12.4 Stochastics Example
FIGURE 12.5 RSI Example
FIGURE 12.6 MACD Example
FIGURE 12.7 RSI and MACD Example
FIGURE 12.8 Binary Indicator Example
FIGURE 12.9 Compound Measures Example 1
FIGURE 12.10 Compound Measures Example 2
FIGURE 13.1 Greg Morris? Weight of the Evidence Worksheet from Mid-1980s
FIGURE 13.2 Jason Goepfert?s Equity Put/Call Ratio Analysis
FIGURE 13.3 Optimized Results Showing Good and Bad Areas
FIGURE 13.4 Indicator Evaluation Periods
FIGURE 13.5 Price Long Term (1998–2012)
FIGURE 13.6 Price Long Term (2009–2012)
FIGURE 13.7 Risk Price Trend
FIGURE 13.8 Adaptive Trend
FIGURE 13.9 Advance Decline Measure—2007
FIGURE 13.10 Advance Decline Measure
FIGURE 13.11 Up Volume/Down Volume Measure
FIGURE 13.12 New Highs/New Lows Measure
FIGURE 13.13 Breadth Combination Measure
FIGURE 13.14 Nasdaq Percent of Issues Above Their 200-Day Moving Average
FIGURE 13.15 Nasdaq Percent of Issues above Their 50-Day Moving Average
FIGURE 13.16 Slope of Moving Average
FIGURE 13.17 World Market Climate
FIGURE 13.18 Cyclical Market Measure
FIGURE 13.19 Small Cap versus Large Cap Measure
FIGURE 13.20 Growth versus Value Measure
FIGURE 13.21 Breadth versus Price Measure
FIGURE 13.22 Relative Strength Compound Measure (1999–2012)
FIGURE 13.23 Relative Strength Compound Measure (2008–2012)
FIGURE 13.24 Dominate Index Concept
FIGURE 13.25 Advance Decline Component of Trend Capturing Measure
FIGURE 13.26 Up Volume/Down Volume Component of Trend Capturing Measure
FIGURE 13.27 Price Component of Trend Capturing Measure
FIGURE 13.28 Trend Capturing Measure (2012)
FIGURE 13.29 Long-Term Measure (1994–2012)
FIGURE 13.30 Long-Term Measure (2011–2012)
FIGURE 13.31 Bull Market Confirmation Measure (1964–2012)
FIGURE 13.32 Bull Market Confirmation Measure (1999–2012)
FIGURE 13.33 Up Volume/Down Volume Initial Trend Measure
FIGURE 13.34 Advance Decline Initial Trend Measure
FIGURE 13.35 Price Initial Trend Measure
FIGURE 13.36 NYSE Price Initial Trend Measure
FIGURE 13.37 Mega Trend Plus
FIGURE 13.38 Trend Strength
FIGURE 13.39 Trend Gauge
FIGURE 13.40 Trend Gauge Over Longer Time Frame
FIGURE 14.1 Trend
FIGURE 14.2 Trend Rate of Change
FIGURE 14.3 Trend with Trend Rate of Change
FIGURE 14.4 Trend and Trend Diffusion
FIGURE 14.5 Price Momentum and Momentum Rate of Change
FIGURE 14.6 Price Performance
FIGURE 14.7 Relation to Stop
FIGURE 14.8 Relative Performance
FIGURE 14.9 PowerScore
FIGURE 14.10 Efficiency Ratio Explanation
FIGURE 14.11 Efficiency Ratio
FIGURE 14.12 Average Drawdown
FIGURE 14.13 Relative Average Drawdown
FIGURE 14.14 Price × Volume
FIGURE 14.15 Adaptive Trend
FIGURE 14.16 Weighted Performance
FIGURE 14.17 Slow Trend
FIGURE 14.18 Ulcer Index
FIGURE 14.19 Sortino Ratio
FIGURE 14.20 Beta
FIGURE 14.21 Relationship to Moving Average
FIGURE 14.22 Correlation
FIGURE 14.23 Pullback Rally Period Example
FIGURE 14.24 IJR/IEF Pair Ratio with 4 Percent Weekly Change
FIGURE 14.25 Pair and Individual Components
FIGURE 14.26 Pair Analysis versus S&P 500
FIGURE 14.27 Core Rotation Strategy and S&P 500 with Drawdowns
FIGURE 15.1 Why Breadth Is Used
FIGURE 15.2 Weight of the Evidence Explanation 1
FIGURE 15.3 Weight of the Evidence Explanation 2
FIGURE 15.4 Weight of the Evidence Explanation 3
FIGURE 15.5 Weight of the Evidence Levels
FIGURE 15.6 ETF Universe Reduced by Ranking Measures
FIGURE 15.7 Mandatory Ranking Measures
FIGURE 15.8 Mandatory and Tie-Breaker Ranking Measures
FIGURE 15.9 Weight of the Evidence (1996–2012)
FIGURE 15.10 Weight of the Evidence (2007–2012)
FIGURE 15.11 Weight of the Evidence (2011–2012)
FIGURE 15.12 Weight of the Evidence (2012)
FIGURE 15.13 Up Market Whipsaw
FIGURE 15.14 Down Market Whipsaw
FIGURE 15.15 Stop Loss Example
FIGURE 15.16 Full Cycle Analysis
FIGURE 15.17 Drawdowns Greater than 10 Percent
FIGURE 15.18 Drawdowns Greater than 20 Percent
FIGURE 15.19 Number of Months with Drawdowns Greater than 10 Percent
FIGURE 15.20 Number of Months with Drawdowns Greater than 20 Percent
FIGURE 15.21 Maximum Drawdown
FIGURE 15.22 Average Drawdown
FIGURE 15.23 Ulcer Index
FIGURE 15.24 Asset Classes from 1/1/1996 until 12/31/2012
FIGURE 15.25 Distribution of Returns for Dance with the Trend versus S&P 500
FIGURE 16.1 Adaptive Trend
FIGURE 16.2 Adaptive Trend versus Nasdaq Composite (1971–2012)
FIGURE 17.1 Secular Markets and the Efficiency Ratio
FIGURE 17.2 Weight of the Evidence in 1987
FIGURE 17.3 Flash Crash and the Weight of the Evidence
FIGURE C.1 New High New Low Validation
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Cover
Table of Contents
Begin Reading
Since 1996, Bloomberg Press has published books for financial professionals on investing, economics, and policy affecting investors. Titles are written by leading practitioners and authorities, and have been translated into more than 20 languages.
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Gregory L. Morris
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To Laura, and our children, Dusti, Grant, Derek, and Kane.
And our grandchildren: Katy, Kinsey, Grayson, Connor, and Elaine.
The Greek philosopher Aristotle wrote, “We are what we repeatedly do. Excellence, then, is not an act but a habit.”
The same is true of investment. Good investing is not an “event” like finding the next growth company or catching the next market turn. Rather, good investing is a disciplined process that converts research and training into a well-tested methodology, and then makes a habit of following that approach day after day.
Because profits are enjoyable, investors often believe that they are “paid” when their good ideas are comfortably working out, but that is an illusion. If you carefully study the returns of successful investors, you’ll find that their profits are more often a sort of delayed payment for actions they took much earlier: maintaining their investment discipline even when it wasn’t working in the short run; cutting losses when the evidence changed; and establishing investment positions when it was often uncomfortable to do so.
The financial markets may be efficient, but they are efficient in an interesting way. If all investors were identical and shared the same information, objectives, and temperaments, the markets might be efficient in the “academic” sense, and it would be impossible to outperform a buy-and-hold approach. But in reality, markets are full of greed, fear, uncertainty, and constant second-guessing. In that world, investors are scarcely willing to follow a well-grounded, thoroughly tested discipline once it has become uncomfortable. For those who do, their later success doesn’t emerge as “free money.” It emerges as delayed payment for the discipline to take scarce, useful actions when other investors were seeking comfort.
For example, it is difficult—particularly after a long market advance—to part with a richly priced investment position as market action begins to deteriorate. When a market advance has been rewarding, the natural inclination is to become attached to those rewards, to fall in love with the bullish “story,” and to ignore negative evidence.
It is equally difficult—particularly after a long market decline—to establish an investment position at depressed prices as market action begins to firm. When risk taking has been relentlessly punished, the natural inclination is to avoid risk. That is particularly true if investors have endured a series of whipsaws, where early purchases are followed by immediate price declines and trend-following signals to cut losses.
Discipline requires confidence, and confidence requires evidence. In any investment approach, it is critical to test that discipline against the longest history of data that you can obtain. As an investor, my greatest successes have resulted from the confidence to respond in uncertain environments, based on evidence that had proved to be effective in market cycles again and again throughout history. My single greatest disappointment was the result of a much earlier decision to ignore Depression-era data as outmoded, and then missing a large market rebound while I stress-tested my approach against that data. Test your investment approach in the most challenging conditions you can identify, because someday you will face those conditions.
Greg Morris is among the rare breed of investors who take systematic research, testing, and discipline seriously. Greg is a technical analyst. The book you are reading offers insights that he has gained from his own career as an investment manager. Greg’s investment approach is based on indicators that measure price trends, trading volume, the balance of advancing stocks versus declining stocks, and similar considerations. Aside from keeping investors generally aligned with prevailing trends, investment methods like this can be of enormous help in limiting significant market losses.
While my own investment discipline draws from some elements of technical analysis, it is also heavily weighted toward fundamental valuation, stock selection, economic measures, and other factors. Each approach has its benefits and challenges, depending on the market environment. Yet more important than these differences is what both of our approaches share in common, which is the insistence on a systematic investment process.
In addition to sharing the tools and insights of a skilled market technician, Greg shares the three key elements that distinguish an investment discipline from constant guessing:
Measuring the weight of the evidence.
Rules and guidelines to trade the weight of the evidence.
Strict discipline to follow the process.
The importance of each of those words—evidence, rules, guidelines, discipline, and, possibly most important, strict—can’t be understated.
Reliable market indicators are important, but they are not nearly enough. The essential feature of a successful investment discipline is to convert those indicators into objective guidance about when to take action, whether that action is to buy or to sell. Greg Morris brings decades of data and research together into a technically driven, rules-based approach that offers both investors and traders a solid footing to “dance with the trend.”
In nearly every long-term pursuit, the secret to success is the same. Find a set of daily actions that you expect to produce good results if you follow them consistently.
Then follow them consistently.
John P. Hussman, PhD
President, Hussman Strategic Advisors
During tough times in the market, the individual investor is not well served by following the buy-and-hold mentality promulgated by the financial institutions, most mutual funds, and brokerage houses since the early 1950s. The “world of finance” and “Wall Street” have set the stage for investing for the long term in their effort to market themselves and sell investing ideas to an unsuspecting and financially uneducated public. With their big emphasis on diversification and its long-term protection, their confusion between buy and hold and buy and hope, the misinformation continues to pour out of the financial institutions.
Corporate pension plans are being dumped, social security is in the tank, and our financial system is in the midst of a giant restructuring because the stability of the past two decades in the last century has caused prudence, and what used to be called common sense, to be set aside for greater leverage and higher risk. Retirees as well as younger investors are learning the hard way that “investing for the long term” has periods where the performance is poor and that those periods can last a decade or much longer.
My decades of experience have taught me that there are times when one should not participate in the markets and are much better off preserving capital because bear markets can set you back for a long time, and they are especially bad when they happen in your later years. Keep in mind that the closer you get to actually needing your serious money for retirement, the worse the effect of a severe bear market can have on your assets. It is critical to understand the concept of avoiding the bad markets and participating in the good ones. It is never too late to invest intelligently for your future.
This is not a storybook. This book is a collection of almost 40 years of being involved in the markets, sharing some things I have learned and truly believe. You will soon find out that there are sections in the book that contain short concepts on various subjects, even one-liners. You will discover early that sometimes I might seem overly passionate about what I’m saying, but hopefully you will realize that is because I have well-formed opinions and just want to ensure that the message is straightforward and easily understood. It is not only a book on trend following but a source of technical analysis information learned over the past 40 years, with quotes, lists, and a host of tidbits that often seem trite, but are usually true.
Some may notice that I repeat myself in a number of places and think that I am old and slipping. While you may be correct, I often did that because it was too important at that point to provide a reference to where it was first said. I believe it is so much easier to make the point again within the context of the current discussion.
Although the book is ultimately about using trend following in a disciplined model for long-term successful investing, it will take a while to get there. I have spent a lot of time on the preparation for understanding the markets, understanding yourself, and understanding things that just don’t work, before I get into the subject of the book. You can certainly read the book from front to back, but it would be best to review the table of contents and read first the areas that catch your interest. There are two large research projects inside this book. I had originally thought about writing an academic white paper, but the formality of that exercise was unappealing, so this book is where they ended up. An effort to have all charts and data with an ending date of December 31, 2012, was purposely done, even though I have to be totally honest, I don’t know why. People who know me will understand. I also ensure that with each concept I try to show the 20-year results as I think that is a reasonable assumption as to the realistic investment horizon for most people. I have created my own footnote technique because as one gets older the superscript micro type generally used in books just doesn’t cut it, plus I prefer all the footnotes to be in a single location in the appendix instead of at the end of each chapter. Furthermore, I have divided the footnotes among academia (A) (articles, white papers, research, etc.), books (B), and websites (W). And finally, in regard to the layout of the book, I have tried to keep comments about charts and graphics such that they are on the same page or at least on opposing pages. There is nothing more frustrating for me than to read about a chart and not be able to see it.
I apologize for the occasional use of mathematics, in particular, equations. I read once that the inclusion of an equation in a book can greatly reduce its sales. That is a sad commentary, so I have tried to keep them only when I believed they were absolutely necessary. Equations are austere, appearing formal and complicated; however, most of the mathematics herein can be classified as arithmetic. If you find that annoying, again, I apologize.
On occasion I am critical of some things, and downright disdainful of others. There is much in modern finance that so blatantly is mere marketing and virtually void of investment substance that it could actually be considered a hoax. I try to be careful with criticism when the results are robust even though I do not believe in the process. When the results of some type of analysis are flawed in ways such that the rules are so complex, have an inordinate number of equations, or entirely too subjective that one could not possibly prove it wrong, I try to state as much. While I write with some certitude, I am fully aware that if I believe I am correct, it does not mean that others are not correct; it just means that I strongly believe what I’m saying. Please do not be offended from my opinions.
The goals for this book are numerous, but if I had to itemize them they would be:
Understand . . .
How markets work and how they have worked in the past.
The host of misinformation that exists in finance and investments.
The tools of modern finance and their shortcomings.
That as a human being, you have horrible natural investment tendencies.
What risk really is.
That markets trend and why.
That there are techniques to managing money that reduce risk consistently and offer hope for long-term success.
If I had to nail down a single goal for the book, it would be to provide substantial evidence that there are ways to be successful at investing that are outside the mainstream of Wall Street. Although it will appear my concern is about modern finance, it is actually directed toward the investment management world and its misuse of the tools of modern finance.
Gregory L. Morris
Horseshoe Bay, TX
There are people without whom this book could not have been possible. Where do I start? Who do I mention first? This, quite possibly, is more difficult than the book itself.
One must never forget one’s roots. There is no doubt in my mind that my parents, Dwight and Mary Morris, are mostly responsible for all the good that I have ever accomplished. Any of the bad surely had to come from being a jet fighter pilot in the U.S. Navy for six years.
I am blessed with a truly wonderful wife, Laura. Her support during this effort was unwavering and fully appreciated. If she would just let me win at golf occasionally. . . .
It is interesting that I am working with Kevin Commins of John Wiley & Sons again. Kevin was the first editor I had when I wrote my “candlestick” book more than 21 years ago. My association with Stephen Isaacs at McGraw-Hill, and now Bloomberg Press, has been long lasting and most enjoyable.
The team at Stadion’s portfolio management department was absolutely necessary for the completion of this work (Brad Thompson, Will McGough, Rob Dailey, Clayton Fresk, Clayton Shiver, Clayton Wilkin, John Wiens, Paul Frank, Jonathan Weaver, Danny Mack, and David Pursell). They tirelessly assisted in data acquisition and analysis. Without them the research in Part II would have never been accomplished, certainly not in my lifetime. I truly hate to break out someone in that group as they all made exceptional contributions, but a special thanks to Clayton Fresk who is extremely talented with Microsoft Excel. Clayton produced most of the spreadsheets used in the research and analysis for this book and provided some unique insight into interpreting the data.
I must acknowledge and thank good friend Ted Wong for his Trend Gauge measure and volunteering (I begged) to proof the technical sections of the book. Thanks to George Schade who used his jurist mind to help me provide criticism as long as it is respectful. Doug Short (dshort.com) graciously reproduced a number of his nice graphics into grayscale. Many—in fact, most—of the charts in this book were created with Thomson Reuter’s MetaStock software, a product I have used since version one back in 1985.
What an absolute delight to wrap up a long career with my past 14 years at Stadion Money Management, LLC. Tim Chapman and Jud Doherty have been partners, leaders, and friends for all this time. Truly great people! In fact, every employee at Stadion seems to fit the same mold: sharp, hard-working, and loaded with talent. Thanks, Stadion.
As is the accepted standard, and certainly in this case the fact, whatever factual errors and omissions are sadly, but most certainly, my own.
I have learned a few things over the years and probably retained even fewer. For example, I know that when dealing with the unknown such as the analysis of the stock market, you absolutely cannot speak in absolutes. I also know that random guessing about what to do in the market is a quick path to failure. One needs a process for investing. Any process is better than no process or even worse, a random or constantly changing process. Hopefully, you will find the path to a successful process with this book.
The noblest pleasure is the joy of understanding.
Leonardo da Vinci
How can you even begin to analyze the market if you are not using the correct tools to determine its present state? If you do not fully grasp the present state of the market, your analysis, whether real or anticipated, will be off by an amount equivalent to at least the error of your current analysis. And your error will be compounded based upon the timeframe of your analysis. This highlights why most forecasts are a waste of time.
One should remember things are quite often not what they seem. It is absolutely amazing to me how much people believe that is not true (the voice of experience speaking). Below are some things that many of us learned in our formative years from our teachers and parents. Most we just accepted as fact because we heard it from people we believed.
Myth: Some believe water runs out of a bathtub faster as it gets toward the end.
Fact: Assuming the tub’s sides are cylindrical, the pressure is constant, it only appears to drain faster because you observe it starting to swirl toward the end, something you could not observe when the tub was full. The swirling action deceives one into thinking it is draining faster.
Myth: How many think that George Washington cut down a cherry tree?
Fact: George Washington did not cut down a cherry tree. That was a story told so that adults could teach their children that it was bad to tell lies—even our founding father didn’t tell lies. Parson Mason Locke Weems, the author who wrote about it shortly after Washington’s death, was trying to humanize Washington.
Myth: Did Washington throw a silver dollar across the Potomac River?
Fact: The Potomac River is almost a mile wide at Mount Vernon and silver dollars did not exist at that time.
Myth: Where was the Battle of Bunker Hill fought?
Fact: It was fought at Breed’s Hill in Charleston, Massachusetts.
Myth: Dogs sweat through their tongues.
Fact: Guess what? Dogs don’t sweat. Their tongues have large salivary glands that keep them wet.
Okay, the following two examples of believable misinformation are only for the hardy who have found this section interesting. The rest should skip them. They are only for nerds like me.
Myth: How many think that December 21 in the northern hemisphere is the shortest day of the year?
Fact: Most do. However, it is actually the longest astronomical day based on Kepler’s Second Law of Planetary Motion (planets, in their elliptical orbits, sweep out equal areas in equal time). When the Earth is closest to the sun, the northern hemisphere is tilted away and a much greater arc is swept in a day’s travel than when the Earth is the furthest distance from the sun. If the question were posed as to what is the day with the shortest period of daylight, then it would be correct.
See Figure 1.1 for an illustration of Kepler’s Second Law of Planetary Motion.
FIGURE 1.1 Kepler’s Second Law of Planetary Motion
An additional observation on the tilt of the Earth is that summers in the southern hemisphere are generally warmer than the summers in the northern hemisphere. This can be caused by significantly more ocean in the southern hemisphere but also because the southern hemisphere is tilted toward the sun when the sun is closest to the Earth.
Myth: Bath water drains counterclockwise in the northern hemisphere.
Fact: Another example of how people have believed things that are simply not true is that in the northern hemisphere many will say that water, when draining from a tub, will swirl counterclockwise. Although it very well may do so, it is not for the reason they think it will. This is an example of a little bit of scientific knowledge totally misapplied. The Coriolis Effect (see
Figure 1.2
) is caused by the earth’s rotation and generally applies to large almost frictionless bodies, such as weather systems. This is why in the northern hemisphere, hurricanes rotate counterclockwise, and in the southern hemisphere, they rotate clockwise. The rotational effect is measured in arc seconds (a unit of angular measure equal to 1/60 of an arc minute, or 1/3600 of a degree), which is an extremely small measurement of angular rotation. To apply this principle to the rotation of water draining from a tub is totally incorrect. High pressure and low pressure weather patterns are also reversed—I would love to see a weather reporter from Dallas move to Santiago and adapt to that.
FIGURE 1.2 Coriolis Effect
Hopefully, you are getting my point. In the past few years the Internet has been the source and exploitation of much hype and false information. How many times have you received an e-mail from a friend (who probably did not originate it), and believed it to be true but did not bother to check it out, but forwarded it anyhow? You should start verifying them because many of them are a hoax. Believable misinformation flourishes.
If you enjoy this type of information, I would recommend a new book by Samuel Arbesman, The Half-Life of Facts: Why Everything We Know Has an Expiration Date. Arbesman is an expert in scientometrics, which looks at how facts are made and remade in the modern world. People often cling to selected “facts” as a way to justify their beliefs about how things work. Arbesman notes, “We persist in only adding facts to our personal store of knowledge that jibe with what we already know, rather than assimilate new facts irrespective of how they fit into our views.” (B4) This is known as confirmation bias, which is dealt with in Chapter 6.
A general theme throughout this book is one of separating fact from fiction. Fiction in this case is often a well-accepted theory on finance, economics, or the market in general. If you were caught believing some of the things mentioned in the previous paragraphs, then how much from the world of investing do you believe? Just maybe you have accepted as fact some things that simply are not true. I certainly know that I did.
In this chapter a lot of basic information is provided to assist you in understanding the remainder of this book. There are definitions, mathematical formulae, explanations of anomalies, historical events that affect the data, differing methods of calculation, and a host of other important information normally found in an appendix. It is of such importance to understand this material that it belongs prior to the discussion and not in the appendix, as is usually the custom.
There are basically four different indicator types: differences, ratios, percentage, and cumulative. Differences are most common and should be adjusted for time independent scaling. As the number of issues increase over time, the scaling will get expanded and thresholds that worked in the past will need to be adjusted. One way to do this is to normalize the indicator so the scaling is always between zero and 100. The following section covers many popular indicators and concepts that will help you understand them better when discussed later in the book.
Absolute value
. In mathematical script this is denoted with | | around the value in which you want to have its absolute value. Absolute value calculations ignore the sign (positive or negative) of the number. In regard to breadth data, absolute value ignores market direction and only deals with market activity. The absolute value of +3 is 3, and the absolute value of −3 is also 3.
Accumulated/summed
(∑) (also see cumulative below). This is the term used to add up a series of numbers. For example, the advance decline line is an accumulation of the difference between the advances and the declines. That difference is summed with each new day’s difference added to the previous value. Also used with the term cumulate. In many formulae in this book it is shown either as Previous Value + Today’s Value or ∑.
Alpha
. Alpha is a benchmark relative risk adjusted measure. It is not simply excess return. If markets were truly efficient then there would be no alpha.
Arithmetic/simple moving averages
. To take an average of just about anything numerical, you add up the numbers and divide by the number of items. For example, if you have 4 + 6 + 2, the sum is 12, and the average is 12/3 = 4. A moving average does exactly this but as a new number is added, the oldest number is removed. In the example above, let’s say that 8 was the new number, so the sequence would be 6 + 2 + 8. The first 4 was removed because we are averaging only 3 numbers (3 period moving average). In this case the new average would be 16/3 = 5.33. So by adding an 8 and removing a 4, we increased the average by 1.33 in this example. For those so inclined: 8 − 4 = 4, and 4/3 = 1.33.
In technical analysis the simple or arithmetic average is used extensively. One thing that you should keep in mind is that with the simple average each component is weighted exactly the same. This tends to make the simple average stale if using it for large amounts of data. For example, the popular 200-day average means that the price 200 days ago is carrying the same weight, or having the same effect on the average as the most recent price. It, therefore, is also much slower to change direction. See exponential average.
Average true range
(ATR). Average true range is the process of measuring the price action over a particular period, usually one day. Normally this is done by just looking at the difference between the high and low price of the day. However, ATR also includes the previous days close so that if there is a gap the price action also has that movement included.
Behavioral finance
. A relative newcomer to the analysis of markets, this is the study of why investors do what they do. “Behavioral finance is the study of the influence of psychology on the behavior of financial practitioners and the subsequent effect on markets” Martin Sewell (W6). “I think of behavioral finance as simply ‘open-minded finance’” Thaler (A109).
Buy and hold
. Buy and hold is the terminology used when discussing the act of making an investment and then just holding it for a very long time. This is more common than most would believe and can be a very bad decision during secular bear periods, which can last on average 17 years.
Capitalization
. Capitalization refers to the number of shares a company has outstanding multiplied by the price of the stock. Most market indices, such as the S&P 500, NYSE Composite, and the Nasdaq Composite are capitalization weighted, which means the big companies dominate the movement of the index.
Coefficient of determination
. This measures the proportion of variability in a data set that is explained by another variable. Values can range from 0, indicating that zero percent of the variability of the data set is explained by the other variable, to 1, indicating that all of the variability in a data set is explained by the other variable. It is statistically shown as
R
2
, which is nothing more than the square of correlation.
Correlation
. A statistical measurement showing dependence between two data sets. Known in statistics and finance as R, it is used to determine the degree of correlation, noncorrelation, or inverse correlation between the two data sets (often an issue such as a mutual fund and its benchmark).
Cumulative
. Cumulative indicators can be differences, ratios, or percentage. You are adding the daily results to the previous total. The advance decline line is a good example of a cumulative indicator. It is sometimes referred to as accumulate or summed.
Detrend
. A term to denote when you subtract the price from a moving average of the price. This will amplify the price relative to its smoothed value (moving average). To visualize this, pretend you had the ability to take both ends of the moving average line and pull it taut so that the price line falls into its same relative position to the now straight moving average line. Doing this allows you to see cycles of a length greater than that of the number of periods used in the moving average.
Divergence
. This is when an indicator and price do not confirm each other. At market tops, many times the price will continue to make new highs, while an indicator will reverse and not make a new high. This is a negative divergence. A positive divergence is at market bottoms when the prices continue to make new lows while the indicator does not and makes higher lows.
Drawdown
. Drawdown is the percentage that price moves down after making a new all-time high price. Drawdowns of greater than −20 percent are known as bear markets. This book tries to convince you that real risk is drawdown and not volatility as modern finance wants you to believe.
Exponential moving averages
. This method of averaging was developed by scientists, such as Pete Haurlan, in an attempt to assist and improve the tracking of missile guidance systems. More weight is given to the most recent data and it is therefore much faster to change direction. It is sometimes represented as a percentage (trend percent) instead of by the more familiar periods. Here is a formula that will help you convert between the two:
K = 2/(N + 1) where K = the smoothing constant (trend percent) and N = periods
Algebraically solving for N: N = (2/K) − 1
For example, if you wanted to know the smoothing constant of a 19-period exponential average, you could do the math, K = 2/(19 + 1) = 2/20 = 0.10 (smoothing constant) or 10 percent (trend) as it is many times expressed.