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Historical Backtesting vs. Real-World Positions

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Title: Historical Backtesting vs. Real-World Positions


1
Historical Backtesting vs. Real-World Positions
George R. Brown School of Engineering
STATISTICS
  • SECOND EUBANK CONFERENCE MODELING FINANCIAL
    MARKETS IN A WORLD OF FIAT MONEY
  • John A. Dobelman
  • Rice University
  • October 18-19, 2010

2
(No Transcript)
3
Outline
  • The Asset Allocation Problem
  • The Equity Portfolio
  • Managing the Portfolio
  • Conclusion and Future Work

3
4
Asset Allocation
WSJ, October 19, 2030
5
Simplified Allocation
  • October 14, 2009 thru October 15, 2010
  • WTC Insurance
  • 32,536 6-Yr Return
  • Gold (Comex)
  • 28.2 1-Year Return
  • Cotton (ICE)
  • 63.5 1-Year Return
  • TGMP (American Power Group)
  • 850 1-Yr Return
  • LBSV (Liberty Silver)
  • 9,499,900 1-Year Return

6
Best Allocation
LBSV Liberty Silver, OTC-BB 10/14/09 10/15/10
  • Powerball (50M Jackpot)
  • 4,999,999,900 1-Day return

7
Market Modeling
  • Primarily for Trading
  • Determine how much to produce/buy
  • Capacity allocation
  • Hedging application
  • Speculation!
  • Not Necessary Necessary for LT Holding
  • LT holding returns ? GBM model
  • Given that, looking for w(w1,,wk)

8
BAH ? BAH
  • Active portfolio management required
  • "Indexes are not available for direct investment
    therefore, their performance does not reflect the
    expenses associated with the management of an
    actual portfolio. -DFA
  • Even the E-V portfolios require rebalancing to
    maintain MV construction
  • For
  • SBAH BAH DivMgt
  • SBAH BAH DivMgt Tender
  • SBAH BAH DivMgt Tender Tax
  • SBAH BAH DivMgt Tender Tax Realloc

9
Come a Long Way Since 1973
10
ACC2010
  • 2010 American Control Conference
  • Operations to Finance Opportunities for Control
    Theory and Application
  • Control Systems Methods in Finance Modeling and
    Optimal Trading, Primbs, Stanford University, and
    Barmish, Univ. Wisconsin
  • Interfaces between control theory and finance
  • Dynamic hedging as a stochastic control problem
  • LQ and receding horizon control methodolgies

11
Thats not All!
  • A model of the human as a suboptimal smoother
  • WB Rouse - 1974 IEEE Conference on Decision and
    Control, 1974
  • Trading Costs Around MA Announcements
  • L Mai, BF Van Ness, RA Van Ness, 1983
  • Economic prediction using neural networks The
    case of IBM daily stock returns
  • H White - Proceedings of the IEEE International
    Conference on , 1988
  • Applications of statistical physics to economic
    and financial topics
  • M Ausloos, N Vandewalle, P Boveroux, A - Physica
    A Statistical , 1999

12
1990s - 2010
  • Chaos in futures markets? A nonlinear dynamical
    analysis (1991)
  • Steven C. Blank, Journal of Futures Markets
  • Components of multifractality in high-frequency
    stock returns (2005)
  • J Kwapien Physica A Stat Mech Apps
  • A fuzzy control model (FCM) for dynamic portfolio
    management
  • R Östermark Fuzzy sets and Systems 1996
  • Fluctuations and Market Friction in Financial
    Trading
  • Bernd Rosenow, 2001, Condensed Matter

13
1990s - 2010
  • Stochastic Lotka-Volterra Systems of Competing
    Auto-Catalytic Agents Lead Generically to
    Truncated Pareto Power Wealth Distribution,
    Truncated Levy Distribution of Market Returns,
    Clustered Volatility, Booms and Crashes
  • Sorin Solomon (Hebrew University) Submitted on 30
    Mar 1998) Computational Finance 97
  • THE JOINT PRICING OF VOLATILITY AND LIQUIDITY!
  • F. Bandi, C.E. Moise, and J. Russell,2008
  • Liquidity skewness
  • R Roll, A Subrahmanyam - Journal of Banking
    Finance, 2010

14
1990s - 2010
  • Idiosyncratic Volatility, Stock Market
    Volatility, and Expected Stock Returns
  • Hui Guo, Robert Savickas. Journal of Business and
    Economic Statistics. January 1, 2006
  • A theory of power-law distributions in financial
    market fluctuations
  • X Gabaix, P Gopikrishnan, et.al. Nature 423
    (2003)
  • On fitting the ParetoLevy distribution to stock
    market index data Selecting a suitable cutoff
    value
  • H.F. Coronel-Brizioa, and A.R. Hernández-Montoya,
    Physica A Statistical Mechanics and its
    Applications Volume 354, 15 August 2005

15
1990s - 2010
  • Predicting Stock Prices Using a Hybrid Kohonen
    Self Organizing Map (SOM)
  • Afolab Olude System Sciences, 2007. HICSS
    2007
  • Examples of these methods are fuzzy logic, neural
    network and hybridized methods such as hybrid
    Kohonen self organizing map (SOM), adaptive
    neuro-fuzzy inference system (ANFIS) etc.
  • This paper presents a number of methods used to
    predict the stock price of the day. These methods
    are backpropagation, Kohonen SOM, and a hybrid
    Kohonen SOM...the hybrid Kohonen SOM is a better
    predictor compared to Kohonen SOM and
    backpropagation

16
Orthodoxy
  • Departures from the EMH Market Portfolio
  • Market OO
  • Departure 1 OOE
  • Departure 2 OOE\Priv
  • Departure 3 OOS
  • Departure 4 OOIndex
  • Departure 5 O?Your E-V portfolio, m and s
  • Departure 6 O?Your E-V portfolio,
  • Departure 7 O? Some other portfolio P

17
Portfolio Construction
  • Remark OOindex
  • Wilshire 5000, SP500, RUT3000, Value-Line, DOW30,
    etc., are ALL actively determined portfolios.
  • Only recently could you buy into a mutual
    fund/ETF which attempts to replicate these
    indexes
  • Unless you inherit a portfolio, you must create
    one, or build one over time.

18
Portfolio Construction
  • Fundamental analysis
  • Slow and time-consuming
  • Technical Analysis
  • Value Line
  • ONeil /Investors Business Daily
  • Efficacy in question
  • Quantitative Portfolio Management
  • Formulation
  • Management
  • Allows statistics-based portfolio strategies

19
Portfolio Formulation
  • You Must Pick 10 Stocks

20
How Much Would You Pay?
21
For This?
22
Fundamental Analysis
23
Fundamental Analysis
24
Fundamental Approach
25
Outliers/Outliars
26
BAH with the Greats
  • Benjamin Graham
  • Criteria for Defensive Investor 12/31/70
  • Size 100M sales (326M today)
  • Financial Strength CR 21, LTDltWC
  • Positive EPS in last 10 years
  • 20 years of uninterrupted dividends
  • Min 33 EPS growth in 10 years
  • PE lt 15 for last 3 years average EPS
  • P/BV lt 15-22

27
Graham Portfolio
  • As of 12/31/1970, this was the portoflio
  • AC, American Can
  • T, ATT
  • A, Anaconda
  • SWX, Swift
  • Z, F.W. Woolworth
  • Bring up to the present
  • 1/4/1971 - End

28
Graham Portfolio
29
Graham BAH Results
CAGR from 1971 Thru 12/31/2009 4.13 Thru
10/10/2010 4.09 Original DOW 30 from
1971 Components unchanged 1956-1976 5 gone, only
14 continuously traded Original DOW 30 from
1/3/2000 Thru 10/10/2010 4.59 Indexes from
1/3/2000 thru 10/10/10 DJIAK -0.29 DOXIK
2.04 SP50 -2.03 SP50.R -0.24
30
10-Yr SP 500 Returns
31
30-Yr SP 500 Returns
32
Horizon Dependence
33
Benchmark Summaries
34
Benchmarks
  • 50-Year Real Returns of 7 (Siegel, 2002)
  • 1802 1870 (Schwert)
  • 1871 1925 (Cowles)
  • 1926 2001 (CRSP, all NYSE/AMEX/NASD)
  • Post WWII 1946 2001
  • Most inflation has been during this period

35
Benchmarks
36
Benchmarks
37
Return by Period
38
QPM
  • Anomalies Research
  • Ripe with Outperformance Goal
  • Market Outperformance 433,000
  • "Seeking Alpha 922,000
  • Poor performance of mutual funds
  • Quantitative Portfolio Management
  • Matching market index
  • Outperforming market index
  • Beat the Index

39
QPM
  • Characterized by lots of data
  • Long look-back periods
  • Backtesting
  • Pitfalls
  • Bad data
  • Biases
  • Datamining
  • Transaction costs

40
Statistical QPM
  • Lots and lots of quantitative funds
  • Good job prospects, BTW E.g.,
  • Quantitative Portfolio Analyst - Asset Manager
    for a Leading Hedge Fund
  • Diversification and expansion has seen them
    create a traditional asset management fund.
  • New York Up to 200k standard benefits and
    excellent bonus potential
  • Options Strategy
  • Public Domain
  • Simugram

41
Time Value Option Sales
42
MaxMedian Rule
43
Simugram
44
Simugram
45
Fundamentals QPM
  • Graham-Dodd on Steroids
  • Exploit available data
  • Try and sell for OPM
  • Examples
  • O'Shaughnessy
  • Greenblatt
  • Homegrown
  • What happens in real life

46
James P. O'Shaughnessy
  • c1920 Ignatius Aloysius O'Shaughnessy
  • 110 million, I A O'Shaughnessy Foundation
  • Avoided 20s stocks, fed his own companies
  • 66 years gt 10M gt 5.4B (at 10)
  • 1960 Jim O'Shaughnessy's Investment Horizon
    began
  • 1986 BA Econ, University of Minnesota
  • Began work at the family's VC firm
  • 1988 O'Shaughnessy Capital Mgmt, Inc.
  • Consulting to Institutional Investors

47
O'Shaughnessy (CONTD)
  • 1995 Compustat (Standard Poor's)
  • 1996 Cornerstone Growth and Value Funds
  • 1997 "What Works on Wall Street, RBC
  • 2000 Sold Cornerstone to Hennessey
  • 200M Assets as of 6/30/00
  • 2001 Sold O'Shaughnessy Capital to BSC
  • About 500M
  • 2005 Updated WWOWS

48
O'Shaughnessy (CONTD)
  • 3Q2007 O'Shaughnessy Asset Mgmt, LLC
  • Unwound in BSCM sale to JPM
  • Taking 8B out BSAM's 44B
  • Strategy
  • Benchmark RUT2000
  • No regard for sector
  • Growth EPS Growth, 52W Price Increase, P/S
  • Value Div Yield, LTM P/S , LTM P/CF

49
O'Shaughnessy (CONTD)
  • Dreyfus Premier Alpha Growth Fund
  • 1,600 companies
  • 300 largest-market-cap
  • 130 after P/E, 52W Price Incr, then by P/S
  • Quarterly validation
  • Dumping rules
  • loss of 50 of market value
  • takeover that doesn't meet the screens' criteria
  • allegations of fraud
  • bankruptcy

50
O'Shaughnessy-esgue
  • Recall 11-year benchmarks

51
P/S Backtest
52
Starting and Stopping Times
  • Backtested 1950 thru 1996 (47 years)
  • Selected best factors (e.g., P/S)
  • Started his funds
  • Got lucky? In 4 years up about 166 vs. 75 for
    the market
  • Got lucky? Sold to Hennessey at peak
  • Got bad rap, 2000-2002 worse than market

53
HFCGX
  • Hennessy Cornerstone Growth HFCGX
  • 10 Year return 3.29
  • Expenses 1.36
  • Net 1.93
  • DOW 1.7
  • SP500 0.74
  • Dow Div 4
  • SP500 Div 2.5

54
HFCGX
55
Rules of the Game
  • How much can your investors stomach
  • Restrictions on redemptions
  • Success begets loyalty
  • Success depends on starting time

56
Another Example
  • 10 year horizon
  • Backtested 99-06, 12 fiscal periods (without
    drawdown constraint)
  • Selected best factors (Screen1)
  • Out-of-sample returns were still good
    (encouraging)
  • Drawdowns horrible
  • Developed Screen2 with drawdown constraint

57
Real Example, CONTD
  • In 99-06 backtest, best return factor had
    drawdowns of
  • Screen1 31
  • Screen2 20
  • In 99-09 OOS sample testing, best return factors
    remained the same (and equal IRRs of 33-34),
    but with drawdowns of
  • Screen1 79.9
  • Screen2 39

58
Out of Sample
59
Keeping in the Game
60
SYWTBAMM?
  • Survival
  • This is not an easy undertaking
  • Survival depends on your starting time and
    redemption restrictions
  • Young funds can have the least restrictive
    redemption requirements

61
A Special Thanks To
  • Eubank Benefactors
  • Profs. J.R. Thompson and E.E. Williams
  • K.B. Ensor, Chair of CoFES
  • TRU Dept. of Statistics
  • Collaborators
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