CSAP Factor Library

Cross-Sectional Asset Pricing (CSAP) factors are important tools for analyzing and explaining differences in returns across assets at a specific point in time, and are widely used in asset pricing, portfolio optimization, and financial market research. By extracting the core variables that drive price changes, CSAP factors help researchers reveal the cross-sectional characteristics of asset returns, that is, the sources of price differences across assets. Common CSAP factors include value factors (such as price-to-book ratio and price-to-earnings ratio), size factors (such as market capitalization), momentum factors (based on past returns), profitability factors (such as ROE and gross margin), and investment factors (such as capital expenditure growth). These factors reflect the potential drivers of asset returns from different perspectives.

CSAP factors can be constructed in many ways, from simple arithmetic operations to regression analysis. Quantitative researchers extract factors that are highly correlated with asset returns through systematic screening and modeling. Investors can apply these factors in asset pricing models (such as the Fama-French three-factor model) to optimize portfolio allocation.

Many quantitative researchers and academic experts have published the factors they use in asset pricing, promoting the widespread application of factor research. In Open Source Cross-Sectional Asset Pricing, the author provides the data sources and STATA codes, demonstrating a set of cross-sectional stock return predictors. The Compustat and CRSP datasets used by the author are both obtained from Wharton Research Data Services, a data service platform that provides extensive global financial, economic, and market data and is widely used in financial research and analysis. To help researchers apply these factors in practice, we implement functions for 195 factors in DolphinDB based on the methods described in the paper and package them into the DolphinDB module CSAPFactors.dos, which is available for download in the appendix. This module is developed based on DolphinDB version 3.00.1/2.00.14.

1. Module Overview

1.1 Module Files

The DolphinDB CSAP module mainly includes the following module files:

  1. CSAPFactors: Contains 195 standardized factor calculation functions.
  2. CSAPPrepare:
    1. Functions starting with prepare: Perform raw data cleaning and structured processing.
    2. Functions starting with calc: Complete the basic indicator calculation, including data cleaning and calculation.
  3. CSAPDataSimulation: Generates simulated data required for factor calculation.

1.2 Naming and Usage Conventions

All naming rules in the module are based on the definitions of the factors. For example, brandInvest calculates a company's brand investment rate. The input parameters for each factor vary. For details, refer to parameter.csv. Some of the input parameters are as follows:

Parameter Description
permno A unique identifier assigned by the Center for Research in Security Prices (CRSP) to each security in the U.S. financial market.
gvkey A unique identifier in the Standard & Poor's (S&P) Compustat database used to identify a company's data records.
time_avail_m A temporal variable that typically represents the time of the data and may be recorded in monthly units. It typically represents the trading data of a particular stock in a specific month.
mve_c Market value of equity, typically calculated on a monthly basis. It is obtained by multiplying the stock price by the number of shares outstanding, reflecting the company's total value in the market.
shrout The total number of company shares currently held by all shareholders.
vol The trading volume of a security or commodity over a specific period.
cogs Costs directly related to the production or purchase of goods sold by a company.

2. Usage Guide

This chapter introduces the usage of CSAP modules, covering environment configuration, data preparation, and calculation function invocation.

2.1 Environment Configuration

Place the attached CSAPFactors.dos in the [home]/modules directory. The home directory is set by the configuration parameter homeand can be viewed using the getHomeDir() function. To use the simulated data generation module, place CSAPDataSimulation.dos in the same directory as the CSAPFactors module. To use the data cleaning module, place CSAPPrepare.dos in the same directory as the CSAPFactors module.

For more details on module usage, see DolphinDB Tutorial: Modules.

2.2 Data Preparation

The CSAP module uses a total of 14 data tables, including Compustat and CRSP. For a complete list, see CSAPFactorTableInfo.

If you do not have the data, you can use the CSAPDataSimulation function in the CSAPDataSimulation.dos to generate simulated data. The function returns a dictionary where keys are table names and values are table data. When generating simulated data, you need to specify four parameters: permno, gvkey, startYear, and endYear. The first two parameters have been described above. startYearand endYearrepresent the time range of the simulated data.

If you already have data that can be calculated directly, ensure that the field names in the data tables are consistent with the parameter names required by the factors. For information such as the input tables and parameter names required by the factors, see CSAPFactorTableInfo.

After preparing the required data sources, some special tables (such as SignalMasterTable) require multi-table joins, and different tables require different data cleaning steps. For convenience, CSAPPrepare.dos helps clean the data, making it easier to proceed with factor calculation. CSAPPrepare.dos defines a corresponding data cleaning function for each table. You can call the data cleaning functions based on the tables required for factor calculation.

Note:
Before calling functions in the CSAPPrepare.dos, note the input parameter requirements. Cleaning some tables requires two tables as input. For example, creating SignalMasterTable requires the monthlyCRSP and m_aCompustat tables as inputs.

The following example loads the m_aCompustat data and performs data cleaning.

use CSAPDataSimulation
use CSAPPrepare

gvkeyList = 10970 10910
startYear = 1987
endYear = 2023
//Data simulation and acquisition
result = CSAPDataSimulation::CSAPDataSimulation(gvkeyList, startYear, endYear)
CCMLinkingTable = result.CCMLinkingTable
CompustatAnnual = result.CompustatAnnual
//Data cleaning
m_aCompustat = CSAPPrepare::prepareM_aCompustat(CompustatAnnual, CCMLinkingTable)

2.3 Calculate a Single Factor

All factors in the CSAPFactors.dos use a vectorized parameter design. You should prepare the dataset required by the target factor according to Section 2.2, and confirm the specific parameter requirements by referring to CSAPFactorTableInfo. The parameters required by different factors vary. Therefore, it is recommended to validate parameter matching before calculation.

Some factors can be calculated using the company's financial data, while others require market data. For convenience, the CSAP module provides two calculation methods:

  1. Full calculation: Use the preparexxx functions to perform data cleaning. Then call the calcxxx functions to complete the calculation. For example, call the prepareM_aCompustat function to clean and merge two table datasets, and then call the calcPctTotAcc function to calculate the pctTotAcc factor. After executing the calcPctTotAcc function, the output contains three columns: permno (security identifier), time_avail_m (data timestamp), and PctTotAcc (factor value).
    use CSAPPrepare
    // End-to-end example: data preparation & factor calculation
    cleaned_data = CSAPPrepare::prepareM_aCompustat(CompustatAnnual, CCMLinkingTable)
    result = CSAPPrepare::calcPctTotAcc(
        cleaned_data, 
     startTime=1986.03M, // Standardized format for temporal parameters
        endTime=2010.12M
    )
  2. Direct Calculation: If you already have standardized data, you can call factor functions directly: This method requires that input parameters strictly match the function definition; we recommend verifying parameter completeness against the metadata table.
    use CSAPFactors
    // Call factor functions directly (ensure the input data is standardized)
    result = select 
        permno, 
        time_avail_m, 
        pctTotAcc(ni, prstkcc, sstk, dvt, oancf, fincf, ivncf) as PctTotAcc 
    from cleaned_data

2.4 Full Factor Calculation

After you prepare all base data tables, including core data sources such as Compustat financial statements, CRSP market data, and Fama-French three factors (refer to the data source list in the appendix), you can use the following standardized workflow to automatically calculate all 195 factors. varDict stores all parameters; simply replace the values in the dictionary with the corresponding data sources, and all factors can be dynamically computed through parseExpr.

// Full calculation
use CSAPPrepare
varDict = dict(
    ["startTime", "endTime", "m_aCompustat", "SignalMasterTable", 
     "monthlyCRSP", "monthlyFF", "monthlyLiquidity", "a_aCompustat",
     "m_QCompustat", "CompustatPensions", "CRSPdistributions", "monthlyMarket"], 
    [2005.01M , 2011.12M, m_aCompustat, SignalMasterTable, 
     monthlyCRSP, monthlyFF, monthlyLiquidity, a_aCompustat,
     m_QCompustat, CompustatPensions, CRSPdistributions, monthlyMarket]
)


funcList = select name, syntax from defs("CSAPPrepare::calc%")
resultDict = dict(STRING,ANY)
for (func in funcList) {
    try{
        factor_name = func.name.split("::")[1]
        resultDict[factor_name] = parseExpr(func.name + func.syntax, varDict = varDict).eval()
    }catch(ex){
        print func
        print(ex)
    }
}

3. Factor Example

The previous sections have introduced how to use the CSAP modules for factor calculation in DolphinDB. In this section, we take a deeper look at the squared beta factor and how it is implemented. As a typical market risk exposure indicator, this factor demonstrates how to build complex financial metrics using vectorized computation and built-in statistical functions.

Factor Definition

The squared beta factor betaSquared quantifies the sensitivity of returns to nonlinear market movements by calculating the squared regression coefficient of asset excess returns on squared market excess returns. Its economic interpretation is the asset's risk exposure to quadratic market fluctuations.

Implementation Logic

def betaSquared(ret, rf, ewretd){
    //Beta squared
    retrf = ret - rf  // Asset excess returns
    ewmktrf = ewretd- rf  // Market excess returns

 // Perform rolling regression (60-month window, 20-month minimum observation)
    return pow(mbeta(retrf, ewmktrf,60,20), 2)
}

As shown in the code above, all input parameters (ret, rf, ewretd) are vectors, and the mbeta function makes rolling linear regression more concise; developers no longer need to implement their own rolling regression function to obtain beta values. The complete calculation is:

use CSAPPrepare
gvkeyList = 10970 10910
startYear = 1987
endYear = 2023
// Data simulation (replace with the real data)
data_simulate = CSAPDataSimulation::CSAPDataSimulation(gvkeyList, startYear, endYear)
monthlyCRSP = data_simulate.monthlyCRSP
monthlyFF = data_simulate.monthlyFF
monthlyMarket = data_simulate.monthlyMarket
// Factor calculation
result = calcBetaSquared(
    prepareMonthlyCRSP(monthlyCRSP),
    prepareMonthlyFF(monthlyFF),
    prepareMonthlyMarket(monthlyMarket),
    startTime=1987.01M,
    endTime=2023.12M
)

Besides, CSAP factors make extensive use of rolling window functions and cross-sectional functions, which improve both readability and computational efficiency of the factor code. These factors significantly boost computational efficiency when processing time-series and cross-sectional data, adapting to diverse data requirements.

4. Correctness Verification

Based on the full sample test data from January 2005 to December 2011, the computation results of all 195 factors in the CSAP module match STATA results exactly or achieve a correlation of 0.99 or higher. For the few factors with statistical discrepancies, the differences primarily stem from technical implementation differences in three dimensions:

  • Null Value Handling Differences: STATA automatically excludes observations containing null values during regression calculations, whereas the CSAP module replaces null values with zeros by default to maintain vector computation integrity. This difference mainly affects factors that rely on rolling regression calculations:
    • Affected factors: Beta, BetaLiquidityPS, BetaSquared, VolumeTrend
  • Sliding Window Logic Differences: In time-series window calculations, STATA strictly requires no null value records within the window period; otherwise, that window's calculation is automatically skipped. The CSAP module won't.
    • Affected factors: DivInit, DivOmit, Investment, Mom12mOffSeason,MomOffSeason(6/11/16YrPlus), VarCF, ZZ2AbnormalAccruals series, roavol
  • Floating-Point Precision Errors: The CSAP module and STATA have subtle precision differences in handling extreme decimal places:
    • Affected factor: EarnSupBig

5. Summary

This tutorial provides a detailed introduction to the CSAP modules, covering​ the naming conventions, table information, field definitions, and practical usage. The CSAP modules deliver distinct advantages. For instance, CSAPFactors.dos leverages​ DolphinDB’s built-in functions—such as the m-series and various higher-order functions—to compute results over​ multiple windows. This approach significantly enhances​ both code efficiency and conciseness.

7. Appendix

7.2 Factor List

The following factor reference table contains explanations and sources for all factors.

Factor Name in Paper Factor Name Category Author Year Description
Accruals accruals Predictor Sloan 1996 Accruals
AccrualsBM accrualsBM Predictor Bartov and Kim 2004 Book-to-market and accruals
AM am Predictor Fama and French 1992 Total assets to market
AssetGrowth assetGrowth Predictor Cooper,Gulen and Schill 2008 Asset growth
BetaLiquidityPS betaLiquidityPS Predictor Pastor and Stambaugh 2003 Pastor-Stambaugh liquidity beta
BM bm Predictor Stattman 1980 Book to market,original(Stattman 1980)
BMdec bMdec Predictor Fama and French 1992 Book to market using December ME
BookLeverage bookLeverage Predictor Fama and French 1992 Book leverage(annual)
Cash cash Predictor Palazzo 2012 Cash to assets
CashProd cashProd Predictor Chandrashekar and Rao 2009 Cash Productivity
CF cf Predictor Lakonishok,Shleifer,Vishny 1994 Cash flow to market
cfp cfp Predictor Desai,Rajgopal,Venkatachalam 2004 Operating Cash flows to price
ChAssetTurnover chAssetTurnover Predictor Soliman 2008 Change in Asset Turnover
ChEQ chEQ Predictor Lockwood and Prombutr 2010 Growth in book equity
ChInv chInv Predictor Thomas and Zhang 2002 Inventory Growth
ChNNCOA chNNCOA Predictor Soliman 2008 Change in Net Noncurrent Op Assets
ChNWC chNWC Predictor Soliman 2008 Change in Net Working Capital
ChTax chTax Predictor Thomas and Zhang 2011 Change in Taxes
CompEquIss compEquIss Predictor Daniel and Titman 2006 Composite equity issuance
CompositeDebtIssuance compositeDebtIssuance Predictor Lyandres,Sun and Zhang 2008 Composite debt issuance
DelCOA delCOA Predictor Richardson et al. 2005 Change in current operating assets
DelCOL delCOL Predictor Richardson et al. 2005 Change in current operating liabilities
DelEqu delEqu Predictor Richardson et al. 2005 Change in equity to assets
DelLTI delLTI Predictor Richardson et al. 2005 Change in long-term investment
DelNetFin delNetFin Predictor Richardson et al. 2005 Change in net financial assets
DivInit divInit Predictor Michaely,Thaler and Womack 1995 Dividend Initiation
DivOmit divOmit Predictor Michaely,Thaler and Womack 1995 Dividend Omission
dNoa dNoa Predictor Hirshleifer,Hou,Teoh,Zhang 2004 change in net operating assets
DolVol dolVol Predictor Brennan,Chordia,Subra 1998 Past trading volume
EarningsConsistency earningsConsistency Predictor Alwathainani 2009 Earnings consistency
EarningsSurprise earningsSurprise Predictor Foster,Olsen and Shevlin 1984 Earnings Surprise
EarnSupBig earnSupBig Predictor Hou 2007 Earnings surprise of big firms
EP ep Predictor Basu 1977 Earnings-to-Price Ratio
EquityDuration equityDuration Predictor Dechow,Sloan and Soliman 2004 Equity Duration
ExchSwitch exchSwitch Predictor Dharan and Ikenberry 1995 Exchange Switch
FirmAgeMom firmAgeMom Predictor Zhang 2006 Firm Age-Momentum
GP gp Predictor Novy-Marx 2013 gross profits/total assets
hire hire Predictor Bazdresch,Belo and Lin 2014 Employment growth
IntMom intMom Predictor Novy-Marx 2012 Intermediate Momentum
IntanBM zz1IntanBM Predictor Daniel and Titman 2006 Intangible return using BM
IntanCFP zz1IntanCFP Predictor Daniel and Titman 2006 Intangible return using CFtoP
IntanEP zz1IntanEP Predictor Daniel and Titman 2006 Intangible return using EP
IntanSP zz1IntanSP Predictor Daniel and Titman 2006 Intangible return using Sale2P
Investment investment Predictor Titman,Wei and Xie 2004 Investment to revenue
InvestPPEInv investPPEInv Predictor Lyandres,Sun and Zhang 2008 change in ppe and inv/assets
Leverage leverage Predictor Bhandari 1988 Market leverage
LRreversal lRreversal Predictor De Bondt and Thaler 1985 Long-run reversal
MeanRankRevGrowth meanRankRevGrowth Predictor Lakonishok,Shleifer,Vishny 1994 Revenue Growth Rank
Mom12m mom12m Predictor Jegadeesh and Titman 1993 Momentum(12 month)
Mom12mOffSeason mom12mOffSeason Predictor Heston and Sadka 2008 Momentum without the seasonal part
Mom6m mom6m Predictor Jegadeesh and Titman 1993 Momentum(6 month)
MomOffSeason momOffSeason Predictor Heston and Sadka 2008 Off season long-term reversal
MomOffSeason06YrPlus momOffSeason06YrPlus Predictor Heston and Sadka 2008 Off season reversal years 6 to 10
MomOffSeason16YrPlus momOffSeason16YrPlus Predictor Heston and Sadka 2008 Off season reversal years 16 to 20
MomRev momRev Predictor Chan and Ko 2006 Momentum and LT Reversal
MomSeason momSeason Predictor Heston and Sadka 2008 Return seasonality years 2 to 5
MomSeason06YrPlus momSeason06YrPlus Predictor Heston and Sadka 2008 Return seasonality years 6 to 10
MomSeason11YrPlus momSeason11YrPlus Predictor Heston and Sadka 2008 Return seasonality years 11 to 15
MomSeason16YrPlus momSeason16YrPlus Predictor Heston and Sadka 2008 Return seasonality years 16 to 20
MomSeasonShort momSeasonShort Predictor Heston and Sadka 2008 Return seasonality last year
MomVol momVol Predictor Lee and Swaminathan 2000 Momentum in high volume stocks
NetDebtFinance netDebtFinance Predictor Bradshaw,Richardson,Sloan 2006 Net debt financing
NetDebtPrice netDebtPrice Predictor Penman,Richardson and Tuna 2007 Net debt to price
NetEquityFinance netEquityFinance Predictor Bradshaw,Richardson,Sloan 2006 Net equity financing
NetPayoutYield netPayoutYield Predictor Boudoukh et al. 2007 Net Payout Yield
OPLeverage opLeverage Predictor Novy-Marx 2011 Operating leverage
OrderBacklog orderBacklog Predictor Rajgopal,Shevlin,Venkatachalam 2003 Order backlog
OrderBacklogChg orderBacklogChg Predictor Baik and Ahn 2007 Change in order backlog
PayoutYield payoutYield Predictor Boudoukh et al. 2007 Payout Yield
PctAcc pctAcc Predictor Hafzalla,Lundholm,Van Winkle 2011 Percent Operating Accruals
PctTotAcc pctTotAcc Predictor Hafzalla,Lundholm,Van Winkle 2011 Percent Total Accruals
Price price Predictor Blume and Husic 1973 Price
PS ps Predictor Piotroski 2000 Piotroski F-score
RD rd Predictor Chan,Lakonishok and Sougiannis 2001 R&D over market cap
RDAbility rdAbility Predictor Cohen,Diether and Malloy 2013 R&D ability
RDcap rDcap Predictor Li 2011 R&D capital-to-assets
RDS rDS Predictor Landsman et al. 2011 Real dirty surplus
RevenueSurprise revenueSurprise Predictor Jegadeesh and Livnat 2006 Revenue Surprise
roaq roaq Predictor Balakrishnan,Bartov and Faurel 2010 Return on assets(qtrly)
ShareIss1Y shareIss1Y Predictor Pontiff and Woodgate 2008 Share issuance(1 year)
ShareIss5Y shareIss5Y Predictor Daniel and Titman 2006 Share issuance(5 year)
ShareVol shareVol Predictor Datar,Naik and Radcliffe 1998 Share Volume
Size size Predictor Banz 1981 Size
std_turn stdTurn Predictor Chordia,Subra,Anshuman 2001 Share turnover volatility
STreversal sTreversal Predictor Jegadeesh 1990 Short term reversal
SurpriseRD surpriseRD Predictor Eberhart,Maxwell and Siddique 2004 Unexpected R&D increase
tang tang Predictor Hahn and Lee 2009 Tangibility
Tax tax Predictor Lev and Nissim 2004 Taxable income to income
TotalAccruals totalAccruals Predictor Richardson et al. 2005 Total accruals
VolSD volSD Predictor Chordia,Subra,Anshuman 2001 Volume Variance
XFIN xFin Predictor Bradshaw,Richardson,Sloan 2006 Net external financing
AdExp adExp Predictor Chan,Lakonishok and Sougiannis 2001 Advertising Expense
Beta beta Predictor Fama and MacBeth 1973 CAPM beta
BrandInvest brandInvest Predictor Belo,Lin and Vitorino 2014 Brand capital investment
DelDRC delDRC Predictor Prakash and Sinha 2013 Deferred Revenue
FirmAge firmAge Predictor Barry and Brown 1984 Firm age based on CRSP
GrLTNOA grLTNOA Predictor Fairfield,Whisenant and Yohn 2003 Growth in long term operating assets
GrSaleToGrInv grSaleToGrInv Predictor Abarbanell and Bushee 1998 Sales growth over inventory growth
GrSaleToGrOverhead grSaleToGrOverhead Predictor Abarbanell and Bushee 1998 Sales growth over overhead growth
MomOffSeason11YrPlus momOffSeason11YrPlus Predictor Heston and Sadka 2008 Off season reversal years 11 to 15
MRreversal mRreversal Predictor De Bondt and Thaler 1985 Medium-run reversal
NumEarnIncrease numEarnIncrease Predictor Loh and Warachka 2012 Earnings streak length
OperProf operProf Predictor Fama and French 2006 operating profits/book equity
RoE roe Predictor Haugen and Baker 1996 net income/book equity
ResidualMomentum6m

zz1ResidualMomentum6mResidualMomentum/

zz1ResidualMomentum11mResidualMomentum
Predictor Blitz,Huij and Martens 2011 6 month residual momentum
ShareRepurchase shareRepurchase Predictor Ikenberry,Lakonishok,Vermaelen 1995 Share repurchases
SP sp Predictor Barbee,Mukherji and Raines 1996 Sales-to-price
VarCF varCF Predictor Haugen and Baker 1996 Cash-flow to price variance
VolMkt volMkt Predictor Haugen and Baker 1996 Volume to market equity
VolumeTrend volumeTrend Predictor Haugen and Baker 1996 Volume Trend
AbnormalAccrualsPercent zz2AbnormalAccrualsPercent Placebo Hafzalla,Lundholm,Van Winkle 2011 Percent Abnormal Accruals
AccrualQuality zz2AccrualQuality Placebo Francis,LaFond,Olsson,Schipper 2005 Accrual Quality
AccrualQualityJune zz2AccrualQualityJune Placebo Francis,LaFond,Olsson,Schipper 2005 Accrual Quality in June
BetaSquared betaSquared Placebo Fama and MacBeth 1973 CAPM beta squred
DelSTI delSTI Placebo Richardson et al. 2005 Change in short-term investment
KZ kz Placebo Lamont,Polk and Saa-Requejo 2001 Kaplan Zingales index
roic roIc Placebo Brown and Rowe 2007 Return on invested capital
ZScore zScore Placebo Dichev 1998 Altman Z-Score
AMq aMq Placebo Fama and French 1992 Total assets to market(quarterly)
AssetGrowth_q assetGrowthQ Placebo Cooper,Gulen and Schill 2008 Asset growth quarterly
AssetLiquidityBook assetLiquidityBook Placebo Ortiz-Molina and Phillips 2014 Asset liquidity over book assets
AssetLiquidityBookQuart assetLiquidityBookQuart Placebo Ortiz-Molina and Phillips 2014 Asset liquidity over book(qtrly)
AssetLiquidityMarket assetLiquidityMarket Placebo Ortiz-Molina and Phillips 2014 Asset liquidity over market
AssetLiquidityMarketQuart assetLiquidityMarketQuart Placebo Ortiz-Molina and Phillips 2014 Asset liquidity over market(qtrly)
AssetTurnover assetTurnover Placebo Soliman 2008 Asset Turnover
AssetTurnover_q assetTurnoverQ Placebo Soliman 2008 Asset Turnover
BMq bMq Placebo Rosenberg,Reid,and Lanstein 1985 Book to market(quarterly)
BookLeverageQuarterly bookLeverageQuarterly Placebo Fama and French 1992 Book leverage(quarterly)
BrandCapital brandCapital Placebo Belo,Lin and Vitorino 2014 Brand capital to assets
CapTurnover capTurnover Placebo Haugen and Baker 1996 Capital turnover
CapTurnover_q capTurnoverQ Placebo Haugen and Baker 1996 Capital turnover(quarterly)
cashdebt cashDebt Placebo Ou and Penman 1989 CF to debt
CBOperProfLagAT_q cbOperProfLagATQ Placebo Ball et al. 2016 Cash-based oper prof lagged assets qtrly
cfpq cfpq Placebo Desai,Rajgopal,Venkatachalam 2004 Operating Cash flows to price quarterly
CFq cFq Placebo Lakonishok,Shleifer,Vishny 1994 Cash flow to market quarterly
ChangeRoA changeRoA Placebo Balakrishnan,Bartov and Faurel 2010 Change in Return on assets
ChangeRoE changeRoE Placebo Balakrishnan,Bartov and Faurel 2010 Change in Return on equity
ChNCOA chNCOA Placebo Soliman 2008 Change in Noncurrent Operating Assets
ChNCOL chNCOL Placebo Soliman 2008 Change in Noncurrent Operating Liab
ChPM zz1PMChPM Placebo Soliman 2008 Change in Profit Margin
depr depr Placebo Holthausen and Larcker 1992 Depreciation to PPE
DivYield divYield Placebo Naranjo,Nimalendran,Ryngaert 1998 Dividend yield for small stocks
DivYieldAnn divYieldAnn Placebo Naranjo,Nimalendran,Ryngaert 1998 Last year's dividends over price
EarningsSmoothness earningsSmoothness Placebo Francis,LaFond,Olsson,Schipper 2004 Earnings Smoothness
EarningsPersistence zz1EarningsPersistence Placebo Francis,LaFond,Olsson,Schipper 2004 Earnings persistence
EarningsPredictability zz1EarningsPredictability Placebo Francis,LaFond,Olsson,Schipper 2004 Earnings Predictability
EarningsValueRelevance zZ1EarningsValueRelevance Placebo Francis,LaFond,Olsson,Schipper 2004 Value relevance of earnings
EarningsTimeliness zZ1EarningsTimeliness Placebo Francis,LaFond,Olsson,Schipper 2004 Earnings timeliness
EarningsConservatism zZ1EarningsConservatism Placebo Francis,LaFond,Olsson,Schipper 2004 Earnings conservatism
EBM_q eBMQ Placebo Penman,Richardson and Tuna 2007 Enterprise component of BM
EntMult_q entMultQ Placebo Loughran and Wellman 2011 Enterprise Multiple quarterly
EPq ePq Placebo Basu 1977 Earnings-to-Price Ratio
ETR eTr Placebo Abarbanell and Bushee 1998 Effective Tax Rate
FRbook zz1frfrBook Placebo Franzoni and Marin 2006 Pension Funding Status
GPlag gPlag Placebo Novy-Marx 2013 gross profits/total assets
GPlag_q gPlagQ Placebo Novy-Marx 2013 gross profits/total assets
GrGMToGrSales grGMToGrSales Placebo Abarbanell and Bushee 1998 Gross margin growth to sales growth
GrSaleToGrReceivables grSaleToGrReceivables Placebo Abarbanell and Bushee 1998 Change in sales vs change in receiv
KZ_q kZQ Placebo Lamont,Polk and Saa-Requejo 2001 Kaplan Zingales index quarterly
LaborforceEfficiency laborforceEfficiency Placebo Abarbanell and Bushee 1998 Laborforce efficiency
Leverage_q leverageQ Placebo Bhandari 1988 Market leverage quarterly
NetDebtPrice_q netDebtPriceQ Placebo Penman,Richardson and Tuna 2007 Net debt to price
NetPayoutYield_q netPayoutYieldQ Placebo Boudoukh et al. 2007 Net Payout Yield quarterly
OperProfLag operProfLag Placebo Fama and French 2006 operating profits/book equity
OperProfLag_q operProfLagQ Placebo Fama and French 2006 operating profits/book equity
OperProfRDLagAT operProfRDLagAT Placebo Ball et al. 2016 Oper prof R&D adj lagged assets
OperProfRDLagAT_q operProfRDLagATQ Placebo Ball et al. 2016 Oper prof R&D adj lagged assets (qtrly)
OPLeverage_q opLeverageQ Placebo Novy-Marx 2011 Operating leverage(qtrly)
PayoutYield_q payoutYieldQ Placebo Boudoukh et al. 2007 Payout Yield quarterly
pchcurrat zz1CurratPchcurrat Placebo Ou and Penman 1989 Change in Current Ratio
pchdepr pchDepr Placebo Holthausen and Larcker 1992 Change in depreciation to PPE
pchgm_pchsale pchgmPchSale Placebo Abarbanell and Bushee 1998 Change in gross margin vs sales
pchquick pchQuick Placebo Ou and Penman 1989 Change in quick ratio
pchsaleinv pchSaleInv Placebo Ou and Penman 1989 Change in sales to inventory
PM_q pMQ Placebo Soliman 2008 Profit Margin
PS_q pSQ Placebo Piotroski 2000 Piotroski F-score
quick quick Placebo Ou and Penman 1989 Quick ratio
RD_q rDQ Placebo Chan,Lakonishok and Sougiannis 2001 R&D over market cap quarterly
rd_sale rdSale Placebo Chan,Lakonishok and Sougiannis 2001 R&D to sales
rd_sale_q rdSaleQ Placebo Chan,Lakonishok and Sougiannis 2001 R&D to sales quarterly
RetNOA retNOA Placebo Soliman 2008 Return on Net Operating Assets
RetNOA_q retNOAQ Placebo Soliman 2008 Return on Net Operating Assets
roavol roaVol Placebo Francis,LaFond,Olsson,Schipper 2004 RoA volatility
salecash saleCash Placebo Ou and Penman 1989 Sales to cash ratio
saleinv saleInv Placebo Ou and Penman 1989 Sales to inventory
salerec saleRec Placebo Ou and Penman 1989 Sales to receivables
secured secured Placebo Valta 2016 Secured debt
securedind securedInd Placebo Valta 2016 Secured debt indicator
sgr sgr Placebo Lakonishok,Shleifer,Vishny 1994 Annual sales growth
sgr_q sgrQ Placebo Lakonishok,Shleifer,Vishny 1994 Annual sales growth quarterly
SP_q sPQ Placebo Barbee,Mukherji and Raines 1996 Sales-to-price quarterly
tang_q tangQ Placebo Hahn and Lee 2009 Tangibility quarterly
Tax_q taxQ Placebo Lev and Nissim 2004 Taxable income to income(qtrly)