Abstract:This paper offers a comprehensive study of survivorship issues, in the context of mutual fund research, using the mutual fund data set of Carhart (1997). We find that funds in our sample disappear primarily because of multi-year poor performance. Then we demonstrate analytically that this survival rule typically causes the survivor bias in average performance to increase in the length of the sample period, though it is possible to construct counterexamples. In the data, we find a strong positive relation betwe… Show more
“…Therefore, we first construct aggregate fund return time series by monthly averaging (equally-or value-weighted) excess returns of all funds currently present in the portfolio (e.g., Carhart, 1997, Wermers, 1997, Carhart et al, 2002. This method allows us to use data on all funds regardless of the length of their return histories.…”
Section: Methodsmentioning
confidence: 99%
“…Another popular approach is to compute and average performance measures for all individual funds allocated to the respective portfolio (e.g., Elton/Gruber/Blake, 1996, Carhart et al, 2002, Deaves, 2004. This has the disadvantage that funds need to have a return history of a certain length to generate reliable regression estimates (i.e.…”
Section: Methodsmentioning
confidence: 99%
“…The first predominant definition of surviving funds is commonly known as end-of-sample conditioning where all funds operating at the end of a specific sample period are defined as survivors (e.g., Carhart et al, 2002). This approach is followed by, e.g., Wermers (1997), ter Horst/Nijman/Verbeek (2001), Carhart et al (2002), Otten/Bams (2004), and Deaves (2004). The second common survivor definition defines only funds as survivors that were operational throughout the whole sample period, henceforth named full-data survivors.…”
This paper is the first to systematically test the significance of survivorship bias using a comprehensive database and to test the significance of the differences of survivorship biases resulting from different methodical approaches. We apply the various methods most commonly used in the literature on a uniform dataset. In addition, we analyze the performance of closed funds as the driver of survivorship bias and the performance of new funds as the driver of incubation bias. Our main findings are: i) Ignoring closed funds leads to a significantly positive survivorship bias. This is in line with previous research. ii) The choice of methods leads to statistically and economically significant differences in survivorship bias estimates. We are able to suggest a bias-minimizing combination of methods if survivorship bias-free data is not available. iii) The performance of closed funds drives survivorship bias since these funds underperform surviving funds years before they are closed. iv) We find evidence for incubation bias in our data but its impact is rather small and clearly depends on the methods applied.
“…Therefore, we first construct aggregate fund return time series by monthly averaging (equally-or value-weighted) excess returns of all funds currently present in the portfolio (e.g., Carhart, 1997, Wermers, 1997, Carhart et al, 2002. This method allows us to use data on all funds regardless of the length of their return histories.…”
Section: Methodsmentioning
confidence: 99%
“…Another popular approach is to compute and average performance measures for all individual funds allocated to the respective portfolio (e.g., Elton/Gruber/Blake, 1996, Carhart et al, 2002, Deaves, 2004. This has the disadvantage that funds need to have a return history of a certain length to generate reliable regression estimates (i.e.…”
Section: Methodsmentioning
confidence: 99%
“…The first predominant definition of surviving funds is commonly known as end-of-sample conditioning where all funds operating at the end of a specific sample period are defined as survivors (e.g., Carhart et al, 2002). This approach is followed by, e.g., Wermers (1997), ter Horst/Nijman/Verbeek (2001), Carhart et al (2002), Otten/Bams (2004), and Deaves (2004). The second common survivor definition defines only funds as survivors that were operational throughout the whole sample period, henceforth named full-data survivors.…”
This paper is the first to systematically test the significance of survivorship bias using a comprehensive database and to test the significance of the differences of survivorship biases resulting from different methodical approaches. We apply the various methods most commonly used in the literature on a uniform dataset. In addition, we analyze the performance of closed funds as the driver of survivorship bias and the performance of new funds as the driver of incubation bias. Our main findings are: i) Ignoring closed funds leads to a significantly positive survivorship bias. This is in line with previous research. ii) The choice of methods leads to statistically and economically significant differences in survivorship bias estimates. We are able to suggest a bias-minimizing combination of methods if survivorship bias-free data is not available. iii) The performance of closed funds drives survivorship bias since these funds underperform surviving funds years before they are closed. iv) We find evidence for incubation bias in our data but its impact is rather small and clearly depends on the methods applied.
“…7 This second requirement is linked to what is known as ''lookahead bias.'' This type of bias, as indicated by Carhart et al (2002), appears when a certain term or period is required in order for the proposed methodology to be used.…”
Section: Information On the Spanish Mutual Fund Market And Sample Selmentioning
“…We estimate the conditional performance for the trusts with continuous return data. This requirement imposes survivorship bias and look-ahead bias (Brown et al 1992;Carhart et al 2002). To mitigate the impact of these biases on tests of average performance, we form six value weighted portfolios of trusts on the basis of their investment sector and size using an approach similar to Lynch and Wachter (2007).…”
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