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Erschienen in: Financial Markets and Portfolio Management 3/2019

25.07.2019

Alpha forecasting in factor investing: discriminating between the informational content of firm characteristics

verfasst von: Lars Heinrich, Martin Zurek

Erschienen in: Financial Markets and Portfolio Management | Ausgabe 3/2019

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Abstract

This paper applies a linear alpha forecasting framework to enhance commonly used factor investing strategies by taking into account the informational content and interaction effects of selected firm characteristics. To demonstrate conditions under which it is beneficial to deviate from equally weighted characteristics, we evaluate a comprehensive number of factor portfolios. We consider four single-factor portfolios with 14 different firm characteristics in total and a multifactor portfolio where all factors are included. Empirically, the strategies are analyzed with the S&P 500, the Stoxx Europe 600 and the Nikkei 225 index. In addition, we also examine the strategies’ performance in a simulation experiment and investigate the properties of the information coefficient estimates as a measure of the informational content. The empirical results are consistent with the simulation results, which reveal that the overall portfolio performance can be improved in well-defined factor models with a high dispersion among the mean information coefficients of the firm characteristics. In contrast, the naïve combination shows a comparable or better performance in factor models with a small dispersion in informational content between firm characteristics.

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Fußnoten
1
Grinold (1989) stresses the important role of the IC in the fundamental law of active management (FLAM), where he points out that a portfolio’s information ratio equals IC times the square root of the opportunity set size. Complementary work on the FLAM can be found in Clarke et al. (2002), Buckle (2004), Ye (2008) and Ding and Martin (2018).
 
2
Excess returns are marked with an asterisk.
 
3
Note that \(\varPhi \) is diagonal and proportional to the identity matrix. Complementary information about this assumption can be found in MacKinlay and Pástor (2000, p. 887).
 
4
Based on the MSCI World weights reported by Bloomberg on the last backtest date (31.12.2016).
 
5
Annualized monthly mean returns and standard deviations of the benchmark portfolios and risk-free rates are shown in Table 9 in the appendix.
 
6
The data set has been provided by the Bloomberg database.
 
7
Here we use the MSCI Global Investable Market Value and Growth Index Methodology (September 2017), the MSCI Quality Indexes Methodology (June 2017) and the MSCI Momentum Indexes Methodology (June 2017). Due to data availability, our factor specification differs from the MSCI standard in some respects, particularly in that we apply trailing instead of forward data.
 
8
Descriptive statistics for the winsorized firm characteristics are shown in Table 10 with average firm characteristics separated for all sector groups in Table 11 in the appendix.
 
9
The simulation is conducted using the programming language R. Here, the cov.shrink function from the corpcor package is applied.
 
10
Due to symmetric distribution from the normality assumption for the residual returns and signal observations, long-only portfolios lead to equivalent statements.
 
11
Notice that we have left out \(\sigma _{\varepsilon _{i,t}}\) in Eq. (9) or \(\frac{1}{M}\) in Eq. (10) because in the cross-sectional setting these are the same for all securities and do not influence the portfolio weights.
 
12
To visualize the potential performance benefits, in Figs. 4 and 5 in the appendix, the cumulative portfolio returns for the GK and NZ multifactor portfolios for the LO and LS portfolios are depicted.
 
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Metadaten
Titel
Alpha forecasting in factor investing: discriminating between the informational content of firm characteristics
verfasst von
Lars Heinrich
Martin Zurek
Publikationsdatum
25.07.2019
Verlag
Springer US
Erschienen in
Financial Markets and Portfolio Management / Ausgabe 3/2019
Print ISSN: 1934-4554
Elektronische ISSN: 2373-8529
DOI
https://doi.org/10.1007/s11408-019-00333-4