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Assessing the Asymmetric Information
 Associated with the Equity Market:
    A CART Based Decision Rule Analysis



      Owen P. Hall, Jr., P.E., Ph.D.
        Pepperdine University

           CART Conference
              May, 2012

             San Diego, CA
Presentation Agenda
 Overview
 Problem Statement
 Results Analysis
 Conclusions
Problem Statement
Assess the effectiveness of analytics to
detect asymmetric information associated
with the equity market
   Models
    • Probabilistic Neural nets
    • CART
   Factors
    •   Classic (e.g., Price Momentum)
    •   Tobin’s Q
    •   Entropy
Challenge
   In an efficient market, the current
    prices of securities represent
    unbiased estimates of their true or
    fair market value at all times
   This principle suggests that neither
    technical analysis nor fundamental
    analysis can assist investors in
    identifying undervalued or
    overvalued stocks

     I'd be a bum in the street with a tin cup if the markets were efficient
                                    -- Warren Buffett
Classic Factors
 Price Momentum
 Earnings Momentum
 Valuation
 System
 Economic
Entropy
 The basic idea is that more volatile
  securities have a greater entropy state than
  more stable securities
 Two fundamentally different phenomena
  exist in which time based securities data
  deviate from constancy:
     Exhibit larger standard deviations
     Appear highly irregular
 The standard deviation measures the extent
 of deviation from centrality while entropy
 delineating the extent of irregularity or
Entropy
 Two entropy models
     Approximate entropy (ApEn)
     Sample entropy (SaEn)
 Model inputs
     Time series
     Matching template length (M)
     Matching tolerance level (r)
 Time series length (50 months)
Tobin’s Q
   Q = Market value / Replacement value
 Reflects the expected current and future
  profitability of capital
 Q values less than one identify under
  valued equities
 Q values greater than one suggest than
  capex will increase share holder wealth
 Q values less than one suggest making
  acquisitions is cheaper than capex
Tobin’s Q
 (US Market)
Valueline Timeliness Ranks
           (1965 – 2009)

    Rank     Weekly (%)    Yearly (%)
     1         15,575       30,778
     2         10,727        4,174
     3         4,924           252
     4         2,846           - 60
     5         5,266           -99
Database
 2008 (4) – 2010(1) – 6 Quarters
 Sources
     Value Line Investment Survey
     Ford Equity Research
     Mergent Online
 Sample Size (100 ~ 400)
 Target Variable – PGQ (binary- lagged)
Two Step Analytic Process
 Screen variables with
  neutral nets
 Develop decision rules
  using CART
 Holdout Assessment
Probabilistic Neural Networks
 An extension to the classical backward
  propagation neural net
 Non-parametric
 “Black Box”
 Results often difficult to interpret and
  operationalize
Neural Nets
CART
 Non-parametric
 Interactive effects
 Non-normally distributed variables
 Decision tree logic makes it easier to
  apply model outcomes
 Model is extremely robust to the effect of
  outliers
 Results easy to interpret and implement
CART Tree
Neural Net Results

Rank    8-4    9-1    9-2    9-3    9-4   10-1
  1    PSS    ROA    PSS    SMO    CNE    PRM
  2    PRM    SUE    PVA    PSS    EMO     Q
  3    PVA    PSS    SEP    ROA    SMO    ROA
  4    ROA    SMO    PRM    EMO    VMO    VMO
  5    SEP    EMO    SMO    SEP    PEG    EMO
  6    VMO    SEP      Q      Q      Q    SMO
  7    EMO    PRM    VMO    PRM    SUE    PSS
  8    SUE    PVA    PEG    EMO    PRM    PER
  9    PEG    PEG    EMO    PEG    PSS    SEP
 10    SMO    VMO    ROA    PVA    SEP    COM
Classification Analysis
                                                  (9/4 -> 10/1)


                                                    Actual
                Predicted                     1                     0

                        1                    31                    15              67% PPV1
                        0                    16                    33              67% NPV2
                    Total                    47                    48
                                            66%                   69%
                                      Sensitivity Specificity

PPV = ratio of the number of winners classified correctly divided by the total number of securities classified as winners.
1

NPV = ratio of the number of losers classified correctly divided by the total number of securities classified as losers.
2
Results
                 (Modified Sharp Ratio)

Case    Qtrs./   Quarter   Value    Going    NSI   Selling   NSI
       Sample              Line     Long           Short
        Size               Ones
  1      1/89      9-2     0.289     0.392   38     0.210    53
  2      1/91      9-3     0.775     0.853   51    -0.022    37
  3      1/88      9-4     1.177     0.771   53    -0.043    40
  4      1/93     10-1     0.513     0.553   38     0.485    56
  5      1/94     10-2     -0.580   -0.328   46    -0.583    49
  6     2/180      9-3     0.775     0.800   23     0.789    65
  7     2/179      9-4     1.177     0.598   62     0.749    31
  8     2/181     10-1     0.513     0.514   49     0.512    45
  9     2/187     10-2     -0.580   -0.498   59    -0.728    36
 10     4/361     10-1     0.513     0.613   49     0.418    45
 11     4/366     10-2     -0.580   -0.493   70    -0.605    25
Conclusions
   Modeling approach generally
    performed as well or better than
    Valueline 100
   CART results provide an
    operational strategy
   Adding transaction costs reduces
    model effectiveness
    Portfolio size based on binary
    target variable remains
    problematical
Future Research
   Expand data set from 6 to 12
    quarters
   Ternary classification target
   Variable selection optimization
   Add economic factors
      CPI

      UEM


   Explore “super” factors
      Q / ApEn

      PRM / SpEn
Thanks for Listening!

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Assessing the Asymmetric Information Associated with the Equity Market A CART Based Decision Rule Analysis

  • 1. Assessing the Asymmetric Information Associated with the Equity Market: A CART Based Decision Rule Analysis Owen P. Hall, Jr., P.E., Ph.D. Pepperdine University CART Conference May, 2012 San Diego, CA
  • 2. Presentation Agenda  Overview  Problem Statement  Results Analysis  Conclusions
  • 3. Problem Statement Assess the effectiveness of analytics to detect asymmetric information associated with the equity market  Models • Probabilistic Neural nets • CART  Factors • Classic (e.g., Price Momentum) • Tobin’s Q • Entropy
  • 4. Challenge  In an efficient market, the current prices of securities represent unbiased estimates of their true or fair market value at all times  This principle suggests that neither technical analysis nor fundamental analysis can assist investors in identifying undervalued or overvalued stocks I'd be a bum in the street with a tin cup if the markets were efficient -- Warren Buffett
  • 5. Classic Factors  Price Momentum  Earnings Momentum  Valuation  System  Economic
  • 6. Entropy  The basic idea is that more volatile securities have a greater entropy state than more stable securities  Two fundamentally different phenomena exist in which time based securities data deviate from constancy:  Exhibit larger standard deviations  Appear highly irregular  The standard deviation measures the extent of deviation from centrality while entropy delineating the extent of irregularity or
  • 7. Entropy  Two entropy models  Approximate entropy (ApEn)  Sample entropy (SaEn)  Model inputs  Time series  Matching template length (M)  Matching tolerance level (r)  Time series length (50 months)
  • 8. Tobin’s Q Q = Market value / Replacement value  Reflects the expected current and future profitability of capital  Q values less than one identify under valued equities  Q values greater than one suggest than capex will increase share holder wealth  Q values less than one suggest making acquisitions is cheaper than capex
  • 9. Tobin’s Q (US Market)
  • 10. Valueline Timeliness Ranks (1965 – 2009) Rank Weekly (%) Yearly (%) 1 15,575 30,778 2 10,727 4,174 3 4,924 252 4 2,846 - 60 5 5,266 -99
  • 11. Database  2008 (4) – 2010(1) – 6 Quarters  Sources  Value Line Investment Survey  Ford Equity Research  Mergent Online  Sample Size (100 ~ 400)  Target Variable – PGQ (binary- lagged)
  • 12. Two Step Analytic Process  Screen variables with neutral nets  Develop decision rules using CART  Holdout Assessment
  • 13. Probabilistic Neural Networks  An extension to the classical backward propagation neural net  Non-parametric  “Black Box”  Results often difficult to interpret and operationalize
  • 15. CART  Non-parametric  Interactive effects  Non-normally distributed variables  Decision tree logic makes it easier to apply model outcomes  Model is extremely robust to the effect of outliers  Results easy to interpret and implement
  • 17. Neural Net Results Rank 8-4 9-1 9-2 9-3 9-4 10-1 1 PSS ROA PSS SMO CNE PRM 2 PRM SUE PVA PSS EMO Q 3 PVA PSS SEP ROA SMO ROA 4 ROA SMO PRM EMO VMO VMO 5 SEP EMO SMO SEP PEG EMO 6 VMO SEP Q Q Q SMO 7 EMO PRM VMO PRM SUE PSS 8 SUE PVA PEG EMO PRM PER 9 PEG PEG EMO PEG PSS SEP 10 SMO VMO ROA PVA SEP COM
  • 18. Classification Analysis (9/4 -> 10/1) Actual Predicted 1 0 1 31 15 67% PPV1 0 16 33 67% NPV2 Total 47 48 66% 69% Sensitivity Specificity PPV = ratio of the number of winners classified correctly divided by the total number of securities classified as winners. 1 NPV = ratio of the number of losers classified correctly divided by the total number of securities classified as losers. 2
  • 19. Results (Modified Sharp Ratio) Case Qtrs./ Quarter Value Going NSI Selling NSI Sample Line Long Short Size Ones 1 1/89 9-2 0.289 0.392 38 0.210 53 2 1/91 9-3 0.775 0.853 51 -0.022 37 3 1/88 9-4 1.177 0.771 53 -0.043 40 4 1/93 10-1 0.513 0.553 38 0.485 56 5 1/94 10-2 -0.580 -0.328 46 -0.583 49 6 2/180 9-3 0.775 0.800 23 0.789 65 7 2/179 9-4 1.177 0.598 62 0.749 31 8 2/181 10-1 0.513 0.514 49 0.512 45 9 2/187 10-2 -0.580 -0.498 59 -0.728 36 10 4/361 10-1 0.513 0.613 49 0.418 45 11 4/366 10-2 -0.580 -0.493 70 -0.605 25
  • 20. Conclusions  Modeling approach generally performed as well or better than Valueline 100  CART results provide an operational strategy  Adding transaction costs reduces model effectiveness  Portfolio size based on binary target variable remains problematical
  • 21. Future Research  Expand data set from 6 to 12 quarters  Ternary classification target  Variable selection optimization  Add economic factors  CPI  UEM  Explore “super” factors  Q / ApEn  PRM / SpEn